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	<title>Kraf Hidraulicos &#187; Bookkeeping</title>
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		<title>Commercial Real Estate Data and Research</title>
		<link>http://www.krafhidraulicos.com/wp/commercial-real-estate-data-and-research-9/</link>
		<comments>http://www.krafhidraulicos.com/wp/commercial-real-estate-data-and-research-9/#comments</comments>
		<pubDate>Tue, 21 Oct 2025 03:49:53 +0000</pubDate>
		<dc:creator>daniel</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.krafhidraulicos.com/wp/?p=30265</guid>
		<description><![CDATA[Our new AI platform will animate the entire Yardi suite of products by leveraging best-in-class AI models. Explore expert insights, market analyses and industry trends through Yardi&#8217;s curated collection of articles, white papers and industry publications. Explore the latest insights, trends and best practices in real estate technology and management on Yardi&#8217;s official corporate blog, [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Our new AI platform will animate the entire Yardi suite of products by leveraging best-in-class AI models. Explore expert insights, market analyses and industry trends through Yardi&#8217;s curated collection of articles, white papers and industry publications. Explore the latest insights, trends and best practices in real estate technology and management on Yardi&#8217;s official corporate blog, The Balance Sheet. Explore opportunities to grow your career and make an impact alongside passionate, innovative professionals. See our solutions in action.</p>
<p>Both include accounting, operations and ancillary solutions for residential and commercial portfolios. Thrive with the most advanced platform for agencies, with built-in compliance and mobility for public housing and housing choice vouchers. See how our customers transform their businesses with our solutions. We also offer customizable solutions like mobile apps and websites for your properties.</p>
<p>Do you need help <a href="https://www.accountingcoaching.online/ch01p1the-business-pays-2-000-in-cash-to-the/">ch01p1the business pays $2000 in cash to the landlord for office space</a> marketing your properties? Look for solutions that simplify communications and repeat tasks, like move-ins, move-outs and work orders. Turnkey solutions allow you to get up to speed quickly.</p>
<h2>Find the right fit for your business</h2>
<p>Be confident your affordable housing certification files are compliant with all applicable regulations. All the tools you need to lease and all the services your <a href="https://tax-tips.org/tax-deductions-for-international-volunteer-work/">tax deductions for international volunteer work</a> renters want and need. Unify your senior living operations, provide the quality care your residents deserve and enhance your competitive edge. Save money, improve productivity and mitigate risk when you centralize procurement — from purchasing and invoicing to vendor management.</p>
<h2>Property Types</h2>
<p>Delve into an analysis of current market conditions at both the micro and macro levels. With over 9,000 professionals in more than 40 offices worldwide, we combine deep industry knowledge with a commitment to innovation. We began as a small startup dedicated to quality software and customer satisfaction. Be confident that your numbers will always add up with our industry standard built in payables, receivables and general ledger functions.</p>
<h2>Focusing on clients</h2>
<p>Make smart business decisions faster with comprehensive market and research data that helps identify deals, grow returns and mitigate risk. Improve efficiency, ensure compliance and reduce risk with a comprehensive lease management solution for occupiers and retail operators. Save time with manufactured housing software that does it all, from tracking homes and lots to accounting, compliance and violations management. Discover what the right property management tools can do to transform your business.</p>
<ul>
<li>Additionally, residents and tenants think of things like mobility, energy management and self-service options as essential features, not add-ons.</li>
<li>Thrive with the most advanced platform for agencies, with built-in compliance and mobility for all voucher programs.</li>
<li>Streamline your mixed portfolio in a single database with comprehensive tools that work together for all your assets.</li>
</ul>
<p>Explore our free national and market reports, special research bulletins and webinars to uncover actionable business insights and start making well-informed investment decisions. Stay current with the latest commercial real estate market trends and forecasts backed by Yardi Matrix analytics. Yardi Matrix researches and reports on multifamily, affordable housing, student housing, office, industrial and self storage properties across the United States, serving the needs of a variety of industry professionals. We actively listen to clients and employees to shape our products <a href="https://www.quick-bookkeeping.net/are-my-health-insurance-premiums-tax/">are my health insurance premiums tax</a> and services, aiming for long-term partnerships built on trust and satisfaction.</p>
<h2>The Most Complete Commercial Real Estate Intelligence Source</h2>
<p>Meet all your energy management and sustainability needs. Go paperless and reduce manual tasks with an end-to-end procure to pay solution. Yardi interfaces service the most vendors, APIs, units and square footage in the industry. Find Yardi at events designed to educate, inspire and connect industry professionals. Yardi is committed to supporting clients with superior services.</p>
<h2>Unlock the power of AI across your portfolio</h2>
<p>Yardi Systems, Inc. is an investment, asset and property management software vendor for the real estate industry. Looking for more property management solutions? By connecting business intelligence at the investment, operations and financial levels, our platforms drive value for funds holding real estate assets. Our solutions help attract and retain occupants with advanced marketing and online services, for example.</p>
<h2>Owner Tools</h2>
<p>Real estate management software is technology that makes asset and property management easier. Do you want property management software that uses AI to make your job easier? Looking for new property management software? Both solutions include accounting, operations and ancillary services for residential and commercial portfolios. Since 1984, Yardi has grown into the leading provider of high-performance software for the real estate industry. Your property management software should meet five requirements before you decide to stick with it for the long haul.</p>
<p>Shorten the lead-to-lease lifecycle and transform quality prospects into ready-to-renew leases with a connected management system. Empower your staff with advanced online learning tools that include training on software, human resources, corporate communications and more. Streamline your mixed portfolio in a single database with comprehensive tools that work together for all your assets. Increase visibility from investor to asset operations. Looking for a solution for small to mid-size properties?</p>
<p>Companies of every size bring together real estate data on Yardi to make smarter decisions, drive operations and grow revenue. Optimize efficiency, improve compliance and reduce risk with a comprehensive lease management solution for corporate occupiers and retail operators. Drive leads, leases and renewals with marketing software and services.</p>
<ul>
<li>Go paperless and reduce manual tasks with an end-to-end procure to pay solution.</li>
<li>Our award-winning energy management systems reduce HVAC costs and ensure regulatory compliance without reducing comfort.</li>
<li>Do you need an out-of-the-box solution or something that can evolve with your business?</li>
<li>Unify your senior living operations, provide the quality care your residents deserve and enhance your competitive edge.</li>
</ul>
<p>Now, entering our fourth decade, Yardi has grown into a global software corporation, still committed to those same core values. As your business grows, it should scale with you With powerful real estate software and hands-on support, we stay focused on what matters most. Helping our clients grow is what drives us.</p>
<p>You can work more efficiently and make informed decisions that create value for your real estate assets. Could your business benefit from predictive insights? Are you looking for integrated ancillary services? Identify the property types in your current portfolio, plus the properties you’d like to add in the future. What kinds of real estate properties do you manage or invest in?</p>
<p>Looking for an easy, all-in-one community management solution? Manage the entire real estate investment lifecycle with a connected solution. Drive performance and revenue, reduce costs and grow your coworking space while delivering a phenomenal member experience. Yardi’s innovative multifamily products make it happen every step of the way.</p>
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		<title>Best Multi-Entity Accounting Software in 2024</title>
		<link>http://www.krafhidraulicos.com/wp/best-multi-entity-accounting-software-in-2024/</link>
		<comments>http://www.krafhidraulicos.com/wp/best-multi-entity-accounting-software-in-2024/#comments</comments>
		<pubDate>Mon, 10 Mar 2025 13:35:49 +0000</pubDate>
		<dc:creator>daniel</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.krafhidraulicos.com/wp/?p=11952</guid>
		<description><![CDATA[Enhance your multi-entity accounting with effective strategies for consolidation, cost allocation, and financial reporting. Get user reviews, pricing, demos, and independent expert advice on the best accounting software for most businesses like Xero, QuickBooks Online, FreshBooks, and CustomBooks. The software also supports 47 languages and translates transactions into the local currency, applying the exchange rates [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/11/fb0671e01c-300x212.jpg" width="259px" alt="what is multi entity accounting" title="" /></p>
<p>Enhance your multi-entity accounting with effective strategies for consolidation, cost allocation, and financial reporting. Get user reviews, pricing, demos, and independent expert advice on the best accounting software for most businesses like Xero, QuickBooks Online, FreshBooks, and CustomBooks. The software also supports 47 languages and translates transactions into the local currency, applying the exchange rates for that date. It can also generate reports in a unified currency for customer balances, which streamlines the financial analysis process.</p>
<div style='text-align:center'><iframe width='560' height='318' src='https://www.youtube.com/embed/zZvwoGArKsA' frameborder='0' alt='what is multi entity accounting' allowfullscreen></iframe></div>
<h2>What is multi-entity consolidation?</h2>
<ul>
<li>With advanced search capabilities, users can easily retrieve financial data, documents, and reports.</li>
<li>They must be able to segment their revenue according to budget line, area, and product.</li>
<li>Ultimately, it’s a solid choice for multi-entity corporations already utilizing Salesforce that want to consolidate finances across different regions.</li>
<li>You can significantly reduce this pain by pairing intercompany entries in the ERP and automating the elimination within an intercompany and elimination ledger.</li>
<li>This includes keeping tabs on the earnings and outlays for every organisation, preparing distinct financial statements, and making sure that all legal and tax obligations are met.</li>
<li>An accounting staff can produce massive amounts of data, and many reports are produced with a single click (if it’s not so, then make it so!).</li>
</ul>
<p>Intercompany transactions, such as  sales, services, loans, or dividends between entities within a corporate group, require careful handling to ensure financial statements accurately reflect a company’s economic activities. These transactions must be eliminated from consolidated financial statements to avoid inflating revenues, expenses, assets, or liabilities, which could mislead stakeholders about the group’s true financial position. Balancing the demands of empowered decentralised organisations with the efficiency gains of centralised operations and processes is one of the major issues of multi-entity accounting.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/04/5b13140c-ff1c-4d5c-8900-8138fddf7d3f.jpg" width="250px" alt="what is multi entity accounting" title="" /></p>
<h2>Keep growing with a more powerful suite</h2>
<p>This ecosystem approach ensures that as a business grows and its needs become more complex, it can easily integrate Zoho Books with other systems like Zoho Inventory and Zoho CRM. Finally, its inventory module is quite useful for mid-sized companies, tracking stock across multiple locations <a href="https://en.wikipedia.org/wiki/Fixed_asset">fixed assets</a> and meeting demand through strategic stock transfers. Thanks to INKLE BOOKS, which offer real-time expenditure data and automates time-consuming tasks.</p>
<h2>How to choose the best multi-entity accounting software for your business</h2>
<p>Start by getting the most out of your data with up to 20 customizable dimensions to track what&#8217;s most important to your business. Your teams can choose from standard reports or create custom, multi-dimensional reports to get the views that fit your business, as well as add your company’s preferred KPIs to the performance center dashboard. You can also integrate QuickBooks accounting software with Tipalti AP automation software for added efficiency, financial controls, and functionality.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/1qd665d.jpg" width="250px" alt="what is multi entity accounting" title="" /></p>
<p>Transaction numbers are used to identify journal entries, invoices, and other accounting documents like a balance sheet or a profit and loss statement. Most businesses use a double-entry bookkeeping system, which requires two numbers for every transaction- one for the debit and one for the credit. To learn more about choosing the best system for your business needs, and how dimensional accounting practices could benefit your business, get in touch with our team of experts today. Overall, if you are looking for a way to more precisely and comprehensively track the performance of your multi-entity business, a system that supports dimensional accounting may be the solution for you.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/05/shutterstock_1869231067-300x200.jpg" width="251px" alt="what is multi entity accounting" title="" /></p>
<h2>The Commissioning Process: A Step-By-Step Guide</h2>
<p>The most important feature for any multi entity accounting software is the ability to customize it to your needs. It’s essential that your settings, approval workflows, and administrative needs can shift as your business scales, so look for a solution that allows you to pivot in the future. NetSuite offers multi-entity and  multi-book accounting capabilities, which they combine with real-time data to provide a comprehensive overview of business performance.</p>
<ul>
<li>Investigate unusual transactions and post any necessary adjustments before the end of the month.</li>
<li>It governs the pricing of goods, services, or intellectual property exchanged between entities under common control.</li>
<li>Managing multiple entities necessitates a nuanced understanding of each entity’s unique financial landscape while ensuring compliance with regulatory requirements and alignment with the parent company’s objectives.</li>
<li>Reduced manual intervention minimises the likelihood of errors, fostering trust in the data.</li>
<li>These optional add-on products, which are ideal for multi-entity companies and subsidiaries with foreign exchange, are Tipalti Multi-FX and Tipalti FX Hedging.</li>
</ul>
<h2>How multi-entity accounting software helps</h2>
<p>These changes will streamline operations and back-office processes, including accounts receivable and accounts payable, and uncover potential cost savings. PE firms can provide expertise to help the management team make better decisions to grow the business. The PE company aims to scale or refocus the business, increase profits, and ultimately generate a large return when the business is sold, spun off, or held for a long period. As you integrate new businesses into the portfolio, you may find they have an entirely different ERP, bank partner, expense software, or AP process than the standard set your other entities use.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/05/accountingcloud.jpg" width="259px" alt="what is multi entity accounting" title="" /></p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/02/4b68313a-11d7-4209-83f0-709bb92ad064-scaled-1-400x300.jpeg" width="256px" alt="what is multi entity accounting" title="" /></p>
<p>Financial dashboards and visualization tools can further enhance the interpretability of complex data for <a href="https://www.bookstime.com/articles/what-is-multi-entity-acounting">what is multi entity accounting</a> stakeholders. Strategic financial reporting in a multi-entity environment is vital for conveying the corporate group’s overall financial health and operational status. It involves not only aggregating financial data but also presenting this information in a way that supports informed decision-making. Effective reporting should highlight key performance indicators, trends, and forecasts aligned with the company’s objectives. The current rate method is commonly used when the foreign entity operates independently of the parent company.</p>
<p>Each entity may have different tax regulations <a href="https://www.pinterest.com/pin/1129770256528914503/">Bookkeeping for Etsy Sellers</a> or compliance requirements that need to be accounted for separately. With multi entity accounting, instead of maintaining separate books for each entity, all the financial information is consolidated into one central system. This means that you can view and manage the finances of all your entities from a single dashboard. You can manage several accounts with its help, schedule automatic payments, and receive your money more quickly. QuickBooks is an affordable small business accounting programme that supports multiple entities. QuickBooks provides the on-premises QuickBooks Desktop product line and the cloud-based QuickBooks Online software.</p>
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		<title>Multi-Entity Accounting for Financial Management</title>
		<link>http://www.krafhidraulicos.com/wp/multi-entity-accounting-for-financial-management/</link>
		<comments>http://www.krafhidraulicos.com/wp/multi-entity-accounting-for-financial-management/#comments</comments>
		<pubDate>Fri, 07 Mar 2025 15:48:35 +0000</pubDate>
		<dc:creator>daniel</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.krafhidraulicos.com/wp/?p=11950</guid>
		<description><![CDATA[Multi-entity accounting requirements are required of multi-entity groups and conglomerates. These requirements include intercompany eliminations, foreign currency consolidation, and other intricate accounting considerations that must be made at the end of each month. Multi-entity organisations and conglomerates must comply with multi-entity accounting standards. It can be, to put it mildly, intimidating to stay updated with [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/about-net-terms-300x200.jpg" width="251px" alt="what is multi entity accounting" title="" /></p>
<p>Multi-entity accounting requirements are required of multi-entity groups and conglomerates. These requirements include intercompany eliminations, foreign currency  consolidation, and other intricate accounting considerations that must be made at the end of each month. Multi-entity organisations and conglomerates must comply with multi-entity accounting standards. It can be, to put it mildly, intimidating to stay updated with multi-entity accounting. The business acts as the parent company and is responsible for contending with the varied workflows of its entities’ accounting processes.</p>
<div style='text-align:center'><iframe width='564' height='318' src='https://www.youtube.com/embed/ezwU9R84P1I' frameborder='0' alt='what is multi entity accounting' allowfullscreen></iframe></div>
<h2>Multi-Entity Accounting: Spend Management Across Entities</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/shutterstock_1231225564.jpg" width="251px" alt="what is multi entity accounting" title="" /></p>
<p>Multi-entity companies are referred to in accounting as parent, conglomerate, or holding company. Invest in the future of your financial management—discover how Xledger can redefine efficiency for your multi-entity organization today. It’s time to explore the extensive capabilities of Xledger and revolutionize how your business approaches multi-entity accounting.</p>
<h2>The Best Accounting Software For Multiple Entities</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/05/886361a2-1c1b-49d4-b6e9-8d2ccc83e5b2-300x200.jpg" width="252px" alt="what is multi entity accounting" title="" /></p>
<p>Businesses that assign various teams to do activities like data input, approval, and reconciliation may also find it beneficial. You can design uniform charts of accounts for the many business entities in your company using accounting software. With more accounting processes in place, CEOs have to spend more time managing them, regardless of the size and personnel of the company. Work on strategy and other business-related tasks can be done more efficiently when software centralises and coordinates activities. The complexity of tax relief and regulations increases as businesses expand into new regions.</p>
<h2>Consistent Chart of Accounts</h2>
<ul>
<li>With multi-entity accounting, the startup consolidated financial reports across all subsidiaries, automated currency conversions, and ensured compliance with local tax codes.</li>
<li>Whether it’s generating individual entity reports or consolidated financial statements for the entire organization, Sage Intacct provides clarity and detailed insight into financial performance.</li>
<li>For the sake of CFOs everywhere, let&#8217;s break down exactly what multi-entity accounting is, why it&#8217;s so challenging and how multi-entity accounting software can make things that little bit simpler.</li>
<li>These articles and related content is not a substitute for the guidance of a lawyer (and especially for questions related to GDPR), tax, or compliance professional.</li>
<li>ERPs can restrict access to certain accounts based on role, geo, or entity to ensure users are limited to the relevant parts of their general ledger to simplify their reporting and prevent accidental cross-posting.</li>
</ul>
<p>It consolidates the financial records of multiple business units, subsidiaries, or divisions under a single umbrella, typically managed by a parent company. This comprehensive approach allows for a unified view of the entire business landscape, ensuring transparency and accuracy in financial reporting across the organization. Key features to look for in multi-entity accounting software <a href="https://www.bookstime.com/articles/what-is-multi-entity-acounting">what is multi entity accounting</a> depend on the specific needs of your organization. For businesses requiring a comprehensive view of their operations, consolidated financial reporting is invaluable. This feature brings together data from various entities into a single dashboard, making it easier to identify trends, compare performance, and prepare accurate reports for stakeholders. Your business may overcome numerous obstacles, increase efficiency, and improve visibility at the entity and corporation levels by finding the best multi-entity accounting software.</p>
<ul>
<li>Tipalti is a time-tested AP automation system used by over 3,000 satisfied high-growth small, medium-sized, and larger business customers.</li>
<li>To continue growing, I was looking to adopt holistic and scalable solutions that integrated with our ERP, NetSuite.</li>
<li>In today&#8217;s competitive business landscape, expanding into new markets is a valuable way of driving growth.</li>
<li>Manage payroll and HR, accounts receivable and getting paid, accounts payable and paying bills, and marketing to get and engage customers, all in the suite.</li>
<li>Accounting software for many entities synchronises with the accounts payable systems of each entity, enabling centralised management of payments and approvals.</li>
<li>The temporal method applies when a foreign entity’s operations are closely tied to the parent company.</li>
</ul>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/05/total-manufacturing-cost-300x200.jpg" width="257px" alt="what is multi entity accounting" title="" /></p>
<p>A comprehensive solution should empower users to retrieve financial data quickly and accurately, facilitating timely and informed decision-making at all levels of the organisation. Multi-Entity Accounting becomes a necessity in harmonising these diverse elements into a coherent financial system. It ensures that each entity can operate autonomously within its local context and niche while providing the parent company with the tools to consolidate financial data seamlessly.</p>
<p>Whether you&#8217;re working with domestic or international clients, paying freelancers or suppliers, or&#8230; A CPA  with more than 10 years of varied public and private accounting experience, Ben has led many complex financial projects to successful outcomes. If you have a specific request or want to implement a custom workflow, SoftLedger is highly flexible and about 95% of the platform is fully programmable via API. Until recently, consolidating legal entities was a laborious, manual process that often took days or even weeks to complete.</p>
<ul>
<li>Overall, if you are looking for a way to more precisely and comprehensively track the performance of your multi-entity business, a system that supports dimensional accounting may be the solution for you.</li>
<li>AI-driven Tipalti Pi capability (that’s also integrated with ChatGPT) lets you ask questions to gain business intelligence by entity and corporation to make better decisions.</li>
<li>Multi-entity firm arrangements can be very complicated, which makes accounting challenging at times.</li>
<li>Besides small businesses, QuickBooks Enterprise Desktop is used by some medium-sized businesses that can still meet QuickBooks’ number of users limits and find that its multi-entity capabilities are adequate for their needs.</li>
<li>Likewise, a small organization that operates just one location could also engage in single-entity accounting.</li>
<li>Dealing with disparate payables entities is a recipe for control and reconciliation issues.</li>
</ul>
<h2>Handling multi-currency and tax implications</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/Screenshot_14.jpg" width="250px" alt="what is multi entity accounting" title="" /></p>
<p>This is especially true if the units use different accounting software, manage transactions in multiple currencies, or are subject to different accounting standards. This only becomes more challenging as an organization grows and adds more units through acquisitions or other expansion methods. When each entity has its own accounting system, it’s necessary to run and send separate accounting reports for each set of rules. If the CFO needs to prepare five tax returns and a dozen public financial statements all under different rules, it’s simply a matter of selecting the right option when running the report. There’s no need to ask each entity to run multiple reports or to manually make adjustments to the provided numbers. An organization may be structured to have a procurement division that obtains supplies and materials then sells them to its other operating divisions.</p>
<h2>How to Choose the Best ERP for Your Business</h2>
<p>An automated multi-entity accounting system helps to streamline the financial reporting process for large and growing companies. With multi-entity accounting software, all that data is already gathered in one place. A project that previously might have taken days of waiting to finish now takes a few minutes to set the parameters for the desired report. Simplify complex <a href="https://en.wikipedia.org/wiki/Petty_cash">petty cash</a> operations with multi-entity management, custom roles and permissions, and automated revenue recognition. Make faster decisions with multi-dimensional reporting and deeper insights in real time. By identifying the root cause of performance issues, dimensional accounting can help business owners make more informed decisions about where to allocate resources in order to improve financial outcomes.</p>
<p>They’d follow a month-end checklist and share what they’ve spent, what they’ve made and what their profit is. Ultimately, multi-entity accounting is so challenging because it takes time and effort to get real-time, accurate and easy-to-interpret financial data. Within a multi-entity business, each unit may have completely unique operations, structure, and financial goals, meaning they might handle accounting processes differently from one another. A multi-entity accounting system helps address this challenge, providing large, complex organizations with better visibility and insights into the general company <a href="https://www.linkedin.com/posts/bookstime_for-etsy-sellers-managing-finances-is-just-activity-7331319951384875008-aVZB/">Bookkeeping for Etsy Sellers</a> and each of its entities.</p>
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		<title>B&amp;B Accounting Services</title>
		<link>http://www.krafhidraulicos.com/wp/b-b-accounting-services-2/</link>
		<comments>http://www.krafhidraulicos.com/wp/b-b-accounting-services-2/#comments</comments>
		<pubDate>Tue, 07 May 2024 09:41:22 +0000</pubDate>
		<dc:creator>daniel</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.krafhidraulicos.com/wp/?p=27409</guid>
		<description><![CDATA[A business incurs expenses on a daily basis, add owners expenses, employee expenses, and this leads to hundreds or thousands of transactions a year that need to be categorized. Properly categorizing them and reimbursing employees can be time-consuming and confusing. We use our company experience, QuickBooks online, mobile apps, expense tracking procedures, and other resources [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/10/www.usnews.com-min-300x200.jpg" width="258px" alt="Bookkeeping Services in Salt Lake City" title="" /></p>
<p>A business incurs expenses on a daily basis, add owners expenses, employee expenses, and this leads to hundreds or thousands of transactions a year that need to be categorized. Properly categorizing them and reimbursing employees can be time-consuming and confusing. We use our company experience, QuickBooks online, mobile apps, expense tracking procedures, and other resources to accurately categorize each of your expenses. Perfectly organized books enable you take advantage of every deduction when tax season comes around. Whether you decide to outsource both your bookkeeping and accounting services or just one, you can be confident that we’ll provide professional services designed to meet your nonprofit’s specific needs. Book clean up services are designed to help you get your books in order quickly and efficiently.</p>
<ul>
<li>With online bookkeeping services and real human support, Propel Your Accounting is the expert financial solution your business deserves.</li>
<li>We know how business works—from regional tax rules to state-by-state compliance.</li>
<li>Our fees are straightforward, based on the complexity and scope of work.</li>
<li>We also take a proactive approach to finding ways to structure your situation to minimize your future tax burden.</li>
<li>That’s why we strive to be the leader in personable public accounting.</li>
<li>By using Apps and the GPS on your smartphones, we will help you and your employees automatically track and report the exact number of miles traveled each year.</li>
<li>If there’s any change in your bookkeeping team, we’ll let you know as soon as possible and make sure the transition is a smooth one.</li>
</ul>
<h2>Cloud Based Storage</h2>
<ul>
<li>We try our best to keep you with the bookkeeping team you’re assigned when you come on board.</li>
<li>Haynie &#038; Company has a dependable team of CPAs in Salt Lake City.</li>
<li>B&#038;B will make sure that each one of your employees has the right amount, at the right time, and account for it all in your financial records.</li>
<li>We possess a diverse range of talents, unyielding dedication, and the ability to swiftly adapt to our clients&#8217; ever-evolving needs.</li>
<li>As business owners ourselves, we know the importance of reliable and accurate bookkeeping services.</li>
<li>We adapt our approach to your specific goals and challenges.</li>
<li>These businesses typically generate annual revenues from $100k to $50m.</li>
</ul>
<p>Get free guides, articles, <a href="https://www.bookstime.com/bookkeeping-services/salt-lake-city">salt lake city bookkeeping</a> tools and calculators to help you navigate the financial side of your business with ease. Every business owner should know that the longer it takes for him to get paid, the less money he makes. How great would it be to no longer worry about who pays you and how long it takes to get paid?</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/realestate-aidturk-min-300x200.jpg" width="256px" alt="Bookkeeping Services in Salt Lake City" title="" /></p>
<h2>New Start Business Services</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/04/1d53fb92-d6e8-4434-8963-6c599cd8520f.jpg" width="259px" alt="Bookkeeping Services in Salt Lake City" title="" /></p>
<p>Just send us your bills(Either by scanning the bill or taking a photo) and we will make sure that they get paid. For thriving businesses that want a strategic financial partner with advanced reporting, budget analysis, CPA collaboration, and monthly strategy calls. We handle your books completely—then translate them into clear insights so you can ditch the financial anxiety, make confident decisions, and finally feel in control of your business finances. As we stand at the threshold of a new fiscal year, it is both opportune and prudent to engage in a comprehensive assessment of our financial standing. In this blog, we will navigate the nuanced terrain of year-end financial tips and strategic wealth management, presenting insightful tips, pragmatic advice, and expert guidance.</p>
<ul>
<li>Our payroll services will give you peace of mind knowing your payroll is in expert hands.</li>
<li>We are here to address all your inquiries and warmly welcome your communication.</li>
<li>We are skilled in preparing Federal and State tax returns for all entity types.</li>
<li>We provide incorporation to all sorts of new businesses and evaluate existing businesses to ensure that their structure allows them to take advantage of the most tax breaks.</li>
<li>Confidence that your financial records are accurate and well-managed.</li>
</ul>
<h2>Professional Services</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/0f70768f29.jpg" width="255px" alt="Bookkeeping Services in Salt Lake City" title="" /></p>
<p>Sign up as a customer today and get a free month of bookkeeping. Say goodbye to <a href="https://x.com/BooksTimeInc/status/1979130802761011653">Debt to Asset Ratio</a> piles of paperwork and time-consuming manual tracking—we automate inputs directly from linked accounts. Get insights from one central dashboard so you can easily understand the health of your business and make strategic decisions.</p>
<h2>Fast, Accurate Financials</h2>
<p>Our pricing is <a href="https://www.bing.com/search?q=accounting">accounting</a> tailored to your business’s size, transaction volume, complexity, and the duration of operation without an accounting system. For new clients or those needing initial system implementation, cleanup, or catch-up work, we charge separately for these additional services. Regular billing for bookkeeping or accounting services follows. We start at the beginning by analyzing your business and business needs, and recommend the best version of Quickbooks to meet your  bookkeeping, accounting, and tax needs. Our team will install and set up your Quickbooks software, provide training for your employees, and provide ongoing support to ensure your Quickbooks installation works as intended. You’ll be paired with a dedicated finance expert who knows your business, and you can reach out anytime you have questions about your books, taxes, or financial strategy.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/af5ed5f0-a23e-4e1a-805e-0f2f89ff9ad7-300x200.jpg" width="250px" alt="Bookkeeping Services in Salt Lake City" title="" /></p>
<p>That&#8217;s why we are here to simplify the process and ensure you receive accurate and comprehensive tax solutions tailored to your specific circumstances. Trust Paramount for all your tax and accountingbookkeeping needs. Let us help you achieve financial success and peace of mind. Bookkeeping is the process of keeping track of a business’s financial transactions. At Propel Your Accounting, our bookkeeping services include recording what money comes into and flows out of a business, such as payments from customers and payments made to vendors.</p>
<div style='text-align:center'><iframe width='566' height='316' src='https://www.youtube.com/embed/q_UPVaJL5WA' frameborder='0' alt='Bookkeeping Services in Salt Lake City' allowfullscreen></iframe></div>
<p>We have a team of experts strategically positioned across the USA, we deliver nationwide service that empowers you to achieve your financial goals. Our CPA tax services are uniquely designed to enhance your tax strategy and streamline your financial management. With ever-evolving tax laws, our proactive approach ensures you benefit from  maximum tax advantages while maintaining compliance and avoiding IRS issues. Reconciling your accounts each month can be time consuming and tedious. If you’re looking for a professional who can handle this task for you, consider hiring Bookkeeping for Contractors.</p>
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		<title>Checking client resources Your checking account</title>
		<link>http://www.krafhidraulicos.com/wp/checking-client-resources-your-checking-account/</link>
		<comments>http://www.krafhidraulicos.com/wp/checking-client-resources-your-checking-account/#comments</comments>
		<pubDate>Wed, 29 Nov 2023 11:05:25 +0000</pubDate>
		<dc:creator>daniel</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.krafhidraulicos.com/wp/?p=769</guid>
		<description><![CDATA[This slip format can serve a wide range of money related requirements. Sophisticated ATMs can deposit to your account based on the debit or ATM card you use, and they can even scan cash and checks in real time. This potentially allows the bank to add funds to your account more quickly, although 100% of [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/08/shutterstock_104065367-491x450.jpg" width="259px" alt="usbank deposit slip" title="" /></p>
<p>This slip format can serve a wide range of money related requirements. Sophisticated ATMs can deposit to your account based on the debit or ATM card you use, and they can even scan cash and checks in real time. This potentially allows the bank to add funds to your account more quickly, although 100% of the money might not be available for immediate withdrawal. <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> Other banks require that you put everything in an envelope and fill out  a deposit slip, which a bank employee will use to record your deposit manually. If your bank or credit union requires one, a deposit slip is easy to fill out. It is a document that requires key personal and financial information such as your name, account number, and deposit amount.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/10/3128750-min.jpg" width="253px" alt="usbank deposit slip" title="" /></p>
<h2>Provide Personal Information</h2>
<p>There is strict control keep up in the banks overall these phenomena, in this manner on the off chance that you are saving any sum in the record yourself. As a matter of first importance, the best utilization of paper is the guarantee, as three duplicates are created for each store slip. In the event that you can check online records for the exchange too.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/08/shutterstock_1065261800-300x200.jpg" width="257px" alt="usbank deposit slip" title="" /></p>
<h2>How do I order checks or deposit slips for my business checking account?</h2>
<p>If you&#8217;d like a step-by-step tutorial on how to use a specific service or feature, check out our Digital Explorer page. To make any changes and edits you will need to go through your employer or payroll provider. You will not be able to edit of change your preferences through U.S. Skip the tedious payroll forms and set up direct deposit yourself.</p>
<ul>
<li>This layout is easy to utilize and simple to examine, so you’ll invest less energy and additional time going to different business matters.</li>
<li>The layout is flexible, it will enable you to put your business’ name and address at the best.</li>
<li>If you&#8217;d like a step-by-step tutorial on how to use a specific service or feature, check out our Digital Explorer page.</li>
<li>We update our data regularly, but information can change between updates.</li>
<li>Your account number will also be on the deposit slip if you&#8217;re using a pre-printed one.</li>
<li>Simply take a picture of the check on your phone then submit it as a deposit using your bank&#8217;s mobile app.</li>
<li>Some financial institutions might even allow ATM or mobile deposits of cashier’s checks.</li>
</ul>
<h2>Mobile and online</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/09/acb7a0b0-2e70-487b-9e9f-99de0c8f1c27-400x300.jpg" width="257px" alt="usbank deposit slip" title="" /></p>
<p>If you’re not depositing any cash, leave the cash boxes blank. Many major banks allow you to make mobile deposits if you&#8217;re depositing a check. Simply take a picture of the check on your phone then submit it as a deposit using your bank&#8217;s mobile app. You must typically enroll with your bank to use the app and <a href="https://www.bookstime.com/articles/deposit-slip">how to write a deposit slip</a> some banks may enforce limits as to how much you can deposit this way. When you choose e-statement delivery for checking, savings and money market accounts, you will automatically receive online letters and notices. Bancorp Investments account holders also receive online letters and notices automatically.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/shutterstock_519228910.jpg" width="251px" alt="usbank deposit slip" title="" /></p>
<h2>How Deposit Slips Work</h2>
<p>If you have a combination of cash and checks or multiple checks to deposit simultaneously at a branch, a deposit slip can be a way to get it done in one fell swoop. Your canceled checks will no longer be mailed back to you. However, images of canceled checks and deposit slips can be accessed or requested via U.S.</p>
<ul>
<li>You can also change your tax settings in your talech account.</li>
<li>The service enables you to select a particular area for each data type, like Name, Signature, Currency and SSN etc.</li>
<li>Deposit limits vary and are based on multiple factors, including your account type, deposit history and relationship with us.</li>
<li>Our templates are regularly updated according to the latest legislative changes.</li>
<li>It&#8217;s filled out much like a regular check, but it includes various deposit kinds.</li>
</ul>
<ul>
<li>When you deposit money in a bank or credit union, you may need to fill out a deposit slip to direct the funds to the right place.</li>
<li>It demands you strictly follow all the formalities and precisely fill out all fields with full and precise information.</li>
<li>This process helps ensure accuracy and accountability, making it easier to track your financial activities.</li>
<li>We may also make you aware of products, services and offers that could be of interest to you.</li>
<li>Not all deposit slips look the same, so the deposit slip you’re using may require writing down different or additional information.</li>
<li>These pay layouts shift, and they are refreshed each month in light of the revisions and individual pay alterations.</li>
<li>Most importantly, don’t assume that you can spend all of the money from large check deposits immediately.</li>
</ul>
<p>Due to this, you save hours (if not days or weeks) and eliminate additional payments. From now on, fill out Us Bank Deposit Slip from your home, business office, as well as while on the go. Order checks, set up direct deposit, find your routing number and more with the U.S. Keep in mind that most banks have a limit to the amount of mobile deposits you can make each day. Check those limits to confirm that you&#8217;ll be able to complete your deposits. The routing number is a unique nine-digit number that essentially acts as the  digital “address” of a bank.</p>
<ul>
<li>You may also like the rent payment tracker spreadsheet.</li>
<li>If you want to score bonus points with the teller, enter your deposit amounts in dollars and cents.</li>
<li>Consumer checking accounts (excluding Safe Debit accounts) assessed an Overdraft Paid Fee may qualify for a fee waiver.</li>
<li>Bancorp Investments, if you receive your statements electronically but need a copy mailed to you, you&#8217;ll be charged a fee per copy mailed.</li>
<li>You typically don’t need to fill out a deposit slip for an ATM or mobile deposit or for the deposit of a cashier’s check or money order.</li>
<li>Finder.com compares a wide range of products, providers and services but we don&#8217;t provide information on all available products, providers or services.</li>
</ul>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/11/istock_000008806676_large-scaled-1-300x172.jpg" width="250px" alt="usbank deposit slip" title="" /></p>
<h2>Deposit your paycheck faster.</h2>
<div style='text-align:center'><iframe width='566' height='319' src='https://www.youtube.com/embed/OEmmXapa9wM' frameborder='0' alt='usbank deposit slip' allowfullscreen></iframe></div>
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		<title>Mobile check deposit Deposit checks online</title>
		<link>http://www.krafhidraulicos.com/wp/mobile-check-deposit-deposit-checks-online/</link>
		<comments>http://www.krafhidraulicos.com/wp/mobile-check-deposit-deposit-checks-online/#comments</comments>
		<pubDate>Wed, 29 Nov 2023 08:19:44 +0000</pubDate>
		<dc:creator>daniel</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.krafhidraulicos.com/wp/?p=767</guid>
		<description><![CDATA[Banks are required by federal law to keep records of deposits exceeding $100 for at least five years. But these records can be and typically are digital, not paper copies. Proper investigation and recording cash kept into the financial balance is a basic vital component of the bookkeeping procedure. In that case, the saving money [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="usbank deposit slip" title="" /></p>
<p>
<p>Banks are required by federal law to keep records of deposits exceeding $100 for at least five years. But these records can be and typically are digital, not paper copies. Proper investigation and recording cash kept into the financial balance is a basic vital component of the bookkeeping procedure. In that case, the saving money slip is an imperative bookkeeping source report.</p>
</p>
<p>
<h2>Need More Room? Check the Back of Your Deposit Slip</h2>
</p>
<p>
<p>This step is only required if you want cash back from your deposit. When your entire deposit consists of checks, you might want cash now so that you don’t have to make a withdrawal later. Write in the date and any branch information, if required. For example, if you’re a credit union member&nbsp;using a different credit union’s branch (via shared branching), you’ll need to write in the name of your &#8220;home&#8221; credit union.</p>
</p>
<p>
<h2>Understanding Branch Cash&nbsp;Forward</h2>
</p>
<p>
<p>This process helps ensure accuracy and accountability, making it easier to track your financial activities. Understanding how to correctly fill out a deposit slip can save time and prevent errors. Additionally, it can provide peace of mind knowing that your deposits are properly  managed. Not all deposit slips look the same, so the deposit slip you’re using may require writing down different or additional information. To freely explore our digital banking services without using your own account, visit our Digital Banking Simulators page.</p>
</p>
<p>
<h2>How to edit Print your own deposit slips</h2>
</p>
<p>
<p>This is the total amount of currency (bills and coins) that you have for the deposit. If you do not have any cash to deposit, leave this line blank. Fund availability may be delayed depending on other factors, such as if you’ve repeatedly overdrafted your account. You&#8217;ll receive an immediate email notification confirming that we&#8217;ve received your deposit and another when we&#8217;ve accepted it for processing. Our Digital Security Coverage protects you from liability for unauthorized use of your accounts.</p>
</p>
<p>
<p>Linking external accounts provides you with view-only access to balances and transaction details for accounts you hold at other financial institutions. We may also make you aware of products, services and offers that could be of interest to you. Some financial institutions may limit (or block) account linking services and we are not responsible for errors that may result from such limitations. Please see the Digital Services Agreement for the full terms of use related to linking external accounts. The slip also breaks down whether the deposit consists of checks, cash, or if the depositor wants a specific amount of cash back from a check deposit.</p>
</p>
<p>
<ul>
<li>For example, cash and checks go in different sections, and getting cash back from your deposit requires an additional step.</li>
<li>USLegal has been awarded the TopTenREVIEWS Gold Award 9 years in a row as the most comprehensive and helpful online legal forms services on the market today.</li>
<li>However, this can vary by employer or payroll provider.</li>
<li>If you’re depositing several checks, you might need to use the back of the deposit slip to list the entire batch of checks.</li>
<li>This slip of paper is to deposit funds into your account or someone else’s account and it requires a few key pieces of information.</li>
</ul>
<p>
<h2>Paperless documents</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/06/accountancy-meaning-what-300x200.jpg" width="252px" alt="usbank deposit slip" title="" /></p>
<p>
<p>You’ll soon find that these advantageous store slips improve your budget exchanges and make it easier to deal with your cash every day. This layout is easy to utilize and simple to examine, so you’ll invest less energy and additional time going to different <a href="https://www.bookstime.com/articles/deposit-slip">how to write a deposit slip</a> business matters. No doubt this bank deposit slip layout  for Excel, you’ll see that numerous different formats and outlines that can rearrange your business. You typically don’t need to fill out a deposit slip when depositing a cashier’s check.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/06/7d987627-0f73-4559-8e67-18247424a710.jpg" width="252px" alt="usbank deposit slip" title="" /></p>
<p>
<p>It&#8217;s filled out much like a regular check, but it includes various deposit kinds. Read on to find out how to properly fill out a checking deposit slip. Deposit your paycheck directly into your account. It’s safer and faster than paper deposits, and you can access your money the same day it’s deposited.</p>
</p>
<p>
<h2>Our services</h2>
</p>
<p>
<p>We want to ensure you have the information as soon as possible so you can manage your finances on your time. You’ll love the convenience and <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> security – especially at tax time. If you want to score bonus points with the teller, enter your deposit amounts in dollars and cents.</p>
</p>
<p>
<div style='text-align:center'><iframe width='568' height='310' src='https://www.youtube.com/embed/bqM7NvNahAA' frameborder='0' alt='usbank deposit slip' allowfullscreen></iframe></div>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/02/multi-step-income-statement-example-and-how-to-create-5-1024x683.jpeg" width="254px" alt="usbank deposit slip" title="" /></p>
<p>
<p>If you’re keeping some or all of the cash from a check and cash deposit, you usually must sign the deposit slip. Sign the deposit slip in blue or black ink and include any other required information. Otherwise, a signature is generally not required. In the event the Available Balance at the end of the business day is or would be overdrawn $50.00 or less, a fee will not be assessed.</p>
</p>
<p>
<ul>
<li>The teller processes the slip along with the items in the deposit and prints a receipt for the customer.</li>
<li>If you&#8217;re depositing through an ATM, you may not need a deposit slip at all, so you won&#8217;t need to sign anything.</li>
<li>Plus, with our service, all the info you include in your Us Bank Deposit Slip is well-protected from loss or damage with the help of cutting-edge file encryption.</li>
<li>Slip layout can either be pre-printed or manually written, bolstered with the data at the season of sending the package.</li>
<li>A customer is required to fill out the deposit slip before approaching the bank teller to deposit funds.</li>
<li>Take a test spin with our simulator tools, no account or login necessary.</li>
<li>Then you’ll be able to deposit your paycheck directly into your account with our automated setup.</li>
</ul>
]]></content:encoded>
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		</item>
		<item>
		<title>Applied Overhead: What it is, How it Works, Example</title>
		<link>http://www.krafhidraulicos.com/wp/applied-overhead-what-it-is-how-it-works-example/</link>
		<comments>http://www.krafhidraulicos.com/wp/applied-overhead-what-it-is-how-it-works-example/#comments</comments>
		<pubDate>Wed, 22 Nov 2023 09:57:57 +0000</pubDate>
		<dc:creator>daniel</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.krafhidraulicos.com/wp/?p=806</guid>
		<description><![CDATA[Instead, overhead applied represents a portion of estimated overhead costs that is assigned to a particular job. As the manufacturing overhead applied during the period is an estimate, there is usually an underapplied or overapplied overhead that needs to be reconciled at the end of the accounting period. Likewise, the journal entry will be required [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img 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width="251px" alt="manufacturing overhead is applied with a debit to" title="" /></p>
<p>
<p>Instead, overhead applied represents a portion of estimated overhead costs that is assigned to a particular job. As the manufacturing overhead applied during the period is an estimate, there is usually an underapplied or overapplied overhead that needs to be reconciled at the end of the accounting period. Likewise, the journal entry will be required to reconcile the underapplied or overapplied overhead based on whether the <a href="https://accounting-services.net/bookkeeping-austin/">bookkeeper in austin texas</a> company has the debit balance or credit balance of manufacturing overhead at the end of the period. If, at the end of the term, there is a debit balance in manufacturing overhead, the overhead is considered&nbsp;underapplied overhead.</p>
</p>
<p>
<h2>Understanding Applied Overhead</h2>
</p>
<p>
<ol>
<li>Understanding and accurately calculating applied overhead is an invaluable tool in the managerial toolbox.</li>
<li>For the past 52 years, Harold Averkamp (CPA, MBA) has worked as an accounting supervisor, manager, consultant, university instructor, and innovator in teaching accounting online.</li>
<li>For a further discussion of nonmanufacturing costs, see Nonmanufacturing Overhead Costs.</li>
<li>He currently researches and teaches economic sociology and the social studies of finance at the Hebrew University in Jerusalem.</li>
</ol>
<p>
<p>When this journal entry is recorded, we also record overhead applied on the appropriate job cost sheet, just as we did with direct materials and direct labor. Figure 2.6 &#8220;Overhead Applied for Custom Furniture Company’s Job 50&#8243; shows the manufacturing overhead applied based on the six hours worked by Tim Wallace. Notice that total manufacturing costs as of May 4 for job 50 are summarized at the bottom of the job cost sheet. That part of a manufacturer’s inventory that is in the production process and has not yet been completed and transferred to the finished goods inventory.</p>
</p>
<p>
<h2>The advantages of using applied overhead</h2>
</p>
<p><img 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" width="255px" alt="manufacturing overhead is applied with a debit to" title="" /></p>
<p>
<p>The goal is to allocate manufacturing overhead costs to jobs based on some common activity, such as direct labor hours, machine hours, or direct labor costs. The activity used to allocate manufacturing overhead costs to jobs is called an allocation baseThe activity used to allocate manufacturing overhead costs to jobs.. Once the allocation base is selected, a predetermined overhead rate can be established. The predetermined overhead rateA rate established prior to the year in which it is used in allocating manufacturing overhead costs to jobs. Is calculated prior to the year in which it is used in allocating manufacturing overhead costs to jobs.</p>
</p>
<p>
<p>In order to reconcile this, the company&#8217;s accounting department generally inputs a debit by the end of the year to the COGS section and a credit to the prepaid expenses section. To solve this, manufacturing overheads are predetermined based on historical data and applied to manufacturing jobs at a fixed rate. Applied overhead is also known as the predetermined overhead rate, overhead absorption rate, or allocated factory overhead.</p>
</p>
<p>
<p>By and large, production incurs three main types of expenses – labor costs, material costs, and manufacturing overhead costs. Labor and material costs, also known as direct costs, are quite easy to calculate because they are directly measurable.  Overheads, on the other hand, are indirect costs that are difficult or impossible to precisely allocate per produced unit. Other examples of actual manufacturing overhead costs include factory utilities, machine maintenance, and factory supervisor salaries. All these costs are recorded as debits in the manufacturing overhead account when incurred.</p>
</p>
<p>
<p>In short, overhead is any expense incurred to support the business while not being directly related to a specific product or service. The predetermined overhead rate is therefore $100,000 divided by 15,000 which is $6.67 per direct labor hour. When deciding how to calculate factory overhead it is often necessary to apportion the total overhead cost and allocate only part of it to manufacturing. Remember that it is only the costs relating to factory personnel which are included. So for example, the management salaries will only include the cost of employees involved in the management of the factory production and manufacturing facilities. Recording the application of overhead costs to a job is further illustrated in the T-accounts that follow.</p>
</p>
<p>
<h2>Double Entry Bookkeeping</h2>
</p>
<p>
<p>Understanding and accurately calculating applied overhead is an invaluable tool in the managerial toolbox. This applies both to manufacturing veterans as well as newcomers just setting up shop. While it’s just one piece of manufacturing accounting, it can significantly aid in helping the big picture come into a clearer focus. The initial predetermined overhead cost rate is calculated by taking the budgeted overhead costs divided by the budgeted activity. If the applied overhead exceeds the actual amount incurred, overhead is said to be overapplied.</p>
</p>
<p>
<p>This account contains the cost of the direct material, direct labor, and factory overhead placed into the products on the factory floor. A manufacturer must disclose in its financial statements the cost of its work-in-process as well as the cost of finished goods and materials on hand. Note that all of the items in the list above pertain to the manufacturing function of the business.</p>
</p>
<p>
<p>This means the budgeted amount is less than the amount the business actually spends on its operations. For example, when a company incurs $150,000 in overhead after budgeting only $100,000, it has an underapplied overhead of $50,000. This is referred to as an unfavorable variance because it means that the budgeted costs were lower than actual costs. Put simply, the business went over budget making the cost of goods sold more than expected.</p>
</p>
<p>
<p>That method will not only allocate the overhead to the cost of goods sold but also to the work in process inventory account and the finished goods inventory account. Overapplied overhead occurs when expenses incurred are actually less than what a company accounts for in its budget. This means that a company comes in under budget and achieves a lower amount of overhead costs during the accounting period.</p>
</p>
<p>
<p>A more likely outcome is that the applied overhead will not equal the actual overhead. The following graphic shows a case where $100,000 of overhead was actually incurred, but only $90,000 was applied. Applied overhead is usually allocated out to various departments according to a specific formula.</p>
</p>
<p>
<p>The correct proportion relating to the manufacturing unit is allocated to overhead. The balance remains on the rent expense account as a non-manufacturing overhead. Although this approach is not as common as simply closing the manufacturing overhead account balance to cost of goods sold, companies do this when the amount is relatively significant. For example, the manufacturing company ABC finds that it has a $2,000 debit balance of the manufacturing overhead at the end of the accounting period. Kraken Boardsports&nbsp;had 6,240 direct labor hours for the year and assigns overhead to the various jobs at the rate of $33.50 per direct labor hour.</p>
</p>
<p>
<h2>Underapplied and Overapplied Overhead</h2>
</p>
<p>
<p>No matter how well-run a manufacturing company is or how good its estimations are, applied overhead is still an estimation. At the end of the year or accounting period, the applied overhead will likely not conform precisely with the actual amount of overhead costs. Let’s say a company incurred $100,000 in overheads last period and forecasts the current period to have similar numbers.</p>
</p>
<p>
<p>Since the total amount of machine-hours used in the accounting period was 7,200 hours, the company would apply $257,400 of overhead to the units produced in that period. On the other hand, if the manufacturing overhead has a credit balance it means that that the applied overhead is more than the actual overhead. In this case, if the manufacturing  overhead has a debit balance it means that that the applied overhead is less than the actual overhead.</p>
</p>
<p>
<p>Should unfavorable variance or outcomes arise—because not enough product was produced to absorb all overhead costs incurred—managers will first look for viable reasons. These may be explained by expected hiccups in production, <a href="https://www.bookkeeping-reviews.com/workflowmax-job-project-management-software/">workflowmax job and project management software</a> business, or seasonal variation. Having accumulated the total amount of overhead, the next step is to find a suitable method of applying the overhead to the products. It is useful to note that some companies may use the more accurate method, but more time-consuming, to reconcile the underapplied or overapplied overhead.</p></p>
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		</item>
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		<title>Assigning Manufacturing Overhead Costs to Jobs</title>
		<link>http://www.krafhidraulicos.com/wp/assigning-manufacturing-overhead-costs-to-jobs/</link>
		<comments>http://www.krafhidraulicos.com/wp/assigning-manufacturing-overhead-costs-to-jobs/#comments</comments>
		<pubDate>Tue, 21 Nov 2023 17:25:58 +0000</pubDate>
		<dc:creator>daniel</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[Meanwhile, the production volume forecasted for the period stands at 15,000 direct labor hours. These illustrations of the disposition of under- and overapplied overhead are typical, but not the only solution. A more theoretically correct approach would be to reduce cost of goods sold, work in process inventory, and finished goods inventory on a pro-rata [&#8230;]]]></description>
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" width="250px" alt="manufacturing overhead is applied with a debit to" title="" /></p>
<p>
<p>Meanwhile, the production volume forecasted for the period stands at 15,000 direct labor hours. These illustrations of the disposition of under- and  overapplied overhead are typical, but not the only solution. A more theoretically correct approach would be to reduce cost of goods sold, work in process inventory, and finished goods inventory on a pro-rata basis. However, this approach is cumbersome and occasionally runs afoul of specific accounting rules discussed next.</p>
</p>
<p>
<p>Since the applied overhead is in the cost of goods sold (COGS) at the end of the accounting period, it has to be adjusted to reflect the actual costs. If a company has overapplied overhead, the difference between applied and actual must be subtracted from the cost of goods sold. Once these variables are known, finding the applied overhead is as simple as multiplying the predetermined overhead rate by the direct labor hours that a cost unit takes to produce. As noted above, underapplied overhead is reported on a company&#8217;s balance sheet as a prepaid expense or  a short-term asset.</p>
</p>
<p>
<h2>Selecting an Allocation Base</h2>
</p>
<p>
<p>Thus each job will be assigned $30 in overhead costs for every direct labor hour charged to the job. The assignment of overhead costs to jobs based on a predetermined overhead rate is called overhead appliedThe assignment of overhead <a href="https://www.bookkeeping-reviews.com/how-to-integrate-credit-card-processing-into-xero/">how to integrate credit card processing into xero</a> costs to jobs based on a predetermined overhead rate.. Remember that overhead applied does not represent actual overhead costs incurred by the job—nor does it represent direct labor or direct material costs.</p>
</p>
<p>
<h2>We and our partners process data to provide:</h2>
</p>
<p>
<p>Boeing Company is the world’s leading aerospace company and the largest manufacturer of commercial jetliners and military aircraft combined. Boeing provides products and services to customers in 150 countries and employs 165,000 people throughout the world. The general guidelines and principles, standards and detailed rules, plus industry practices that exist for financial reporting. Mattias is a content specialist with years of experience writing editorials, opinion pieces, and essays on a variety of topics. He is especially interested in environmental themes and his writing is often motivated by a passion to help entrepreneurs/manufacturers reduce waste and increase operational efficiencies.</p>
</p>
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" width="252px" alt="manufacturing overhead is applied with a debit to" title="" /></p>
<p>
<p>The second part of the necessary entry will be a credit to a liability account. Inventory is a very significant current asset for retailers, distributors, and manufacturers. Inventory serves as a buffer between 1) a company’s sales of goods, and 2) its purchases or production of goods. Applied overhead stands in contrast to general overhead, which is an indirect overhead, such as utilities, salaries, or rent. For the past 52 years, Harold Averkamp (CPA, MBA) hasworked as an accounting supervisor, manager, consultant, university instructor, and innovator in teaching accounting online. For the past 52 years, Harold Averkamp (CPA, MBA) has worked as an accounting supervisor, manager, consultant, university instructor, and innovator in teaching accounting online.</p>
</p>
<p>
<p>Occurs when actual overhead costs (debits) are lower than overhead applied to jobs (credits). Note that the manufacturing overhead account has a credit balance when overhead is overapplied because more costs were applied to jobs than were actually incurred. Underapplied overheadOverhead costs applied to jobs that are less than actual overhead costs. Occurs when actual overhead costs (debits) are higher than overhead applied to jobs (credits). Note that the manufacturing overhead account has a debit balance when overhead is underapplied because fewer costs were applied to jobs than were actually incurred.</p>
</p>
<p>
<p>This is usually viewed as a favorable outcome, because less has been spent than anticipated for the level of achieved production. After this journal entry, the balance of manufacturing overhead will become zero. This account is a non-operating or “other” expense for the cost of borrowed money or other credit. The cost of goods sold is reported on the income statement and should be viewed as an expense of the accounting period. In essence, the cost of goods sold is being matched with the revenues from the goods sold, thereby achieving the matching principle of accounting.</p>
</p>
<p>
<h2>Balance Sheet</h2>
</p>
<p>
<p>For example, the property tax on a factory building is part of manufacturing overhead. Although the property tax covers an entire year and appears as one large amount on just one tax bill, GAAP requires that a portion of this amount be allocated or assigned to each product manufactured during that year. When underapplied overhead appears on financial statements, it is generally not considered a negative event. Rather, analysts and interested managers look for patterns that may point to changes in the business environment or economic cycle.</p>
</p>
<p>
<p>Hence, a certain amount of overhead is therefore applied to a given department, such as marketing. The percentage of overhead that is applied to a given department may or may not correlate to the actual amount of overhead incurred by that department. In reality there will be an under of over absorption of production overhead resulting in a standard costing variance, this is more fully discussed in our standard costing tutorials. The preceding entry has the effect of reducing income for the excessive overhead expenditures. Only&nbsp;$90,000 was assigned directly to inventory and the remainder was charged to cost of goods sold. A word used by accountants to communicate that an expense has occurred and needs to be recognized on the income statement even though no payment was made.</p>
</p>
<p>
<h2>Calculating the Predetermined Overhead Rate</h2>
</p>
<p>
<ol>
<li>Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader.</li>
<li>Manufacturing overhead, often referred to as factory overhead or production overhead, refers to all the indirect costs incurred in the factory necessary to run the manufacturing operation while the product is being produced.</li>
<li>Figure 2.6 &#8220;Overhead Applied for Custom Furniture Company’s Job 50&#8243; shows the manufacturing overhead applied based on the six hours worked by Tim Wallace.</li>
<li>Likewise, the journal entry will be required to reconcile the underapplied or overapplied overhead based on whether the company has the debit balance or credit balance of manufacturing overhead at the end of the period.</li>
</ol>
<p>
<p>Next, using production management software, the production manager determines that one product takes 250 direct labor hours to complete. Advancements in electronic inventory and production management systems have greatly eased the burden of comprehensive operational reporting, often including underapplied overhead analysis. Overhead refers to the ongoing&nbsp;business expenses&nbsp;not directly attributed to creating a product or service. It is important for budgeting purposes and determining how much a company must charge for its products or services to make a&nbsp;profit.</p>
</p>
<p>
<p>It does not represent an asset, <a href="https://accounting-services.net/earnings-per-share-eps-definition/">eps definition</a> liability, expense, or any other element of financial statements. Applied overhead costs include any cost that cannot be directly assigned to a cost object, such as rent, administrative staff compensation, and insurance. A cost object is an item for which a cost is compiled, such as a product, product line, distribution channel, subsidiary, process, geographic region, or customer.</p>
</p>
<p>
<p>The majority of material costs can be directly attributed to a particular product and will therefore be included in direct materials. As you’ve learned, the actual overhead incurred during the year is rarely equal to the amount that was applied to the individual jobs. Thus, at year-end, the manufacturing overhead account often has a balance, indicating overhead was either overapplied or underapplied.</p>
</p>
<p>
<p>Working closely with manufacturers on case studies and peering deeply into a plethora of manufacturing topics, Mattias always makes sure his writing is insightful and well-informed. Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader. Besides his extensive derivative trading expertise, Adam is an expert in economics and behavioral finance. Adam received his master&#8217;s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology.</p></p>
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		<item>
		<title>A Small Business Guide to T-Accounts</title>
		<link>http://www.krafhidraulicos.com/wp/a-small-business-guide-to-t-accounts-2/</link>
		<comments>http://www.krafhidraulicos.com/wp/a-small-business-guide-to-t-accounts-2/#comments</comments>
		<pubDate>Fri, 03 Nov 2023 15:08:30 +0000</pubDate>
		<dc:creator>daniel</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.krafhidraulicos.com/wp/?p=933</guid>
		<description><![CDATA[While computerized accounting software operates and maintains the same system of using debits and credits to record transactions, https://www.lamuworld.com/YogaTermsAndMeanings/ can only be seen in a manual accounting system. In the journal entry, Utility Expense has a debit balance of $300. This is posted to the Utility Expense T-account on the debit side. You will notice [&#8230;]]]></description>
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" width="250px" alt="t accounts" title="" /></p>
<p>
<p>While computerized accounting software operates and maintains the same system of using debits and credits to record transactions, <a href="https://www.lamuworld.com/YogaTermsAndMeanings/">https://www.lamuworld.com/YogaTermsAndMeanings/</a> can only be seen in a manual accounting system. In the journal entry, Utility Expense has a debit balance of $300. This is posted to the Utility Expense T-account on the debit side. You will notice that the transactions from January 3 and January 9 are listed already in this T-account. The next transaction figure of $300 is added on the credit side.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="t accounts" title="" /></p>
<p>
<h2>Journalizing Transactions</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="t accounts" title="" /></p>
<p>
<p>How do we know on which side, debit or credit, to input each of these balances? Recall that the general ledger is a record of each account and its balance. Reviewing journal entries individually can be tedious and time consuming. The general ledger is helpful in that a company can easily extract account and balance information.</p>
</p>
<p>
<h2>T-Accounting meets business reality</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="t accounts" title="" /></p>
<p>
<p>Two entries (hence, double entry), one on the left and one on the right, so everything is good. A T-Account can be created by manually drawing out the two columns, labeling each one as Debit and Credit. Alternatively, many accounting software packages allow users to enter accounts they wish to track and automatically generate a T-Account. As I stated before, some accounts will have multiple transactions, so it’s important to have a place number each transaction amount in the debit and credit columns. Whenever cash is received, the Cash account is debited (and another account is credited). Accountants and bookkeepers often use T-accounts as a visual aid to see the effect of a transaction or journal entry on the two (or more) accounts involved.</p>
</p>
<p>
<h2>Posting to the General Ledger</h2>
</p>
<p>
<p>They are a visual way of recording all transactions that a company makes. A T-Account records the debits and credits that affect an account, as well as the running balance of the account. A T-account is used in bookkeeping, which involves keeping track of the financial transactions that occur within a business. The name is based on the way that a T-account appears, with two columns and one line. Whenever cash is paid out, the Cash account is credited (and another account is debited). A T-account is a tool used within a ledger to represent a specific account, while a ledger is a complete record of all financial transactions for a company.</p>
</p>
<p>
<h2>How do you calculate the balance on a T-Account?</h2>
</p>
<p>
<p>A double entry system is time-consuming for a company to implement and maintain, and may require additional manpower for data entry (meaning, more money spent on staff). Whether you use T accounts, a general ledger, or both to record every transaction, that’s only the start of monitoring and forecasting your financials. These are essential elements of the continued success of any business. I’m going to go through a really easy example to show double-entry accounting using T accounts in action. Let’s say you just sold a one-year premium subscription for $20,000 and your client paid in cash.</p>
</p>
<p>
<h2>Want More Helpful Articles About Running a Business?</h2>
</p>
<p>
<p>It is typically represented as two columns with the accounts that have been affected listed on either side, usually labeled Debit (left) and Credit (right). It can be used to balance books by adding all transactions in a set of accounts so the total debits equal the total credits for each account. To pay the rent, I’ve used cash, so my bank account (an asset account) <a href="http://техноинжениринг.рф/process-with-bottom-oxygen-blow/">http://техноинжениринг.рф/process-with-bottom-oxygen-blow/</a> is credited by £2000. Due to its simplistic nature, T-accounts are also used as a learning tool to practice transactions and double-entry accounting. They can be found drawn on a scrap piece of paper to templates made in accounting software. Once all journal entries have been posted to T-accounts, we can check to make sure the accounting equation remains balanced.</p>
</p>
<p>
<div style='text-align:center'><iframe width='566' height='313' src='https://www.youtube.com/embed/ouAB2eg6fMY' frameborder='0' alt='t accounts' allowfullscreen></iframe></div>
</p>
<p>
<h2>When teaching accounting or bookkeeping</h2>
</p>
<p>
<ul>
<li>Now these ledgers can be used to create an unadjusted trial balance in the next step of the accounting cycle.</li>
<li>Failing to record a debit&#8217;s corresponding credit will disrupt your bookkeeping and, potentially, your bank balance later on.</li>
<li>A double entry system is time-consuming for a company to implement and maintain, and may require additional manpower for data entry (meaning, more money spent on staff).</li>
<li>The account balances are calculated by adding the debit and credit columns together.</li>
<li>My income account (revenue account) is being credited £2.50, increasing its value, making the transaction balanced.</li>
</ul>
<p>
<p>Having T-accounts for each  category helps you create a balance sheet or summary of your finances without the stress or hassle of digging through your records and receipts. T-accounts help you keep a clear image of your finances by showing in a very simple and visual fashion just how your credits and debits balance out (a key part of double-entry bookkeeping). Accountants and bookkeepers often utilize T-accounts to make the double-entry accounting system of bookkeeping easier to manage — and you can, too.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="t accounts" title="" /></p>
<p>
<p>Checking to make sure the final balance  figure is correct; one can review the figures in the debit and credit columns. In the debit column for this cash account, we see that the total is $32,300 (20,000 + 4,000 + 2,800 + 5,500). The difference between the debit and credit totals is $24,800 (32,300 – 7,500). Having a debit balance in the Cash account is the normal balance for that account.</p>
</p>
<p>
<p>Doing two sets of double-entry accounting is a great way to make sure your books are complete and accurate, but it is also time consuming. You’ll also want to then record every transaction again in your general ledger to have all transactions in one place. <a href="http://www.iwoman.ru/phpBB_14-index-action-viewtopic-topic-8635.html">http://www.iwoman.ru/phpBB_14-index-action-viewtopic-topic-8635.html</a> are one of the primary forms of performing double-entry accounting. For information pertaining to the registration status of 11 Financial, please contact the state securities regulators for those states in which 11 Financial maintains a registration filing.</p></p>
]]></content:encoded>
			<wfw:commentRss>http://www.krafhidraulicos.com/wp/a-small-business-guide-to-t-accounts-2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>A Small Business Guide to T-Accounts</title>
		<link>http://www.krafhidraulicos.com/wp/a-small-business-guide-to-t-accounts/</link>
		<comments>http://www.krafhidraulicos.com/wp/a-small-business-guide-to-t-accounts/#comments</comments>
		<pubDate>Fri, 03 Nov 2023 12:58:50 +0000</pubDate>
		<dc:creator>daniel</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.krafhidraulicos.com/wp/?p=931</guid>
		<description><![CDATA[My bank account is credited £4000, whilst the accounts payable account is debited £2000 and rent is debited £2000. Therefore, both debits and credits are equal in this transaction. If he then makes a payment to one of his suppliers, he will debit his accounts payable T-account and, this time, credit his cash T-account. As [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="t accounts" title="" /></p>
<p>
<p>My bank account is credited £4000, whilst the accounts payable account is debited £2000 and rent is debited £2000. Therefore, both debits and credits are equal in this transaction. If he then makes a payment to one of his suppliers, he will debit his accounts payable T-account and, this time, credit his cash T-account. As a small <a href="https://alan.az/muhasib-teleb-olunur-tag/">https://alan.az/muhasib-teleb-olunur-tag/</a> business owner, though, you already have so many hats to wear, and remembering which accounts go up when debited and down when credited can feel like just a little too much. Luckily, Skynova&#8217;s accounting software and business templates can help you keep your small business&#8217;s finances organized, up to  date, and running smoothly.</p>
</p>
<p>
<h2>T Accounts in Bookkeeping</h2>
</p>
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width="251px" alt="t accounts" title="" /></p>
<p>
<p>The difference between the current balance and the needed ending balance is the amount for the adjusting entry. Each T account carries the debit and credit entries for a different type of account, such as accounts receivable, cash, sales revenue, and so on. A T account (or general ledger account) is a graphical representation of a general ledger account. The general ledger is an accounting report that sorts and records a business’ financial transactions, by account.</p>
</p>
<p>
<h2>How a T-Account Appears in Income Statement Accounts</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="t accounts" title="" /></p>
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<p>At Finance Strategists, we partner with financial experts to ensure the accuracy of our financial content. 11 Financial is a registered investment adviser located in Lufkin, Texas. 11 Financial may only transact business in those states in which it is registered, or qualifies for an exemption or exclusion from registration requirements.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="t accounts" title="" /></p>
<p>
<h2>T- Account Recording</h2>
</p>
<p>
<p>T-accounts are typically used by bookkeepers and accountants when trying to determine the proper journal entries to make. A T-account is a visual aid used to depict a general ledger account. The account title is written above the horizontal part of the “T”. On the left-side of the vertical line, the debit amounts are shown. When you’re running your own business, you probably don’t have a ton of spare time to journalize transactions and write down T accounts into the ledger by hand. Double-entry accounting is a method of recording every transaction twice to ensure that nothing is missed.</p>
</p>
<p>
<ul>
<li>Total debits amount to $190,000 while total credits amount to $50,000.</li>
<li>Chartered accountant Michael Brown is the founder and CEO of Double Entry Bookkeeping.</li>
<li>The total difference between the debit and credit columns will be displayed on the bottom of the corresponding side.</li>
<li>Cash had a debit of $20,000 in the journal entry, so $20,000 is transferred to the general ledger in the debit column.</li>
</ul>
<p>
<p>If the books don’t balance, then something is wrong, and they need to go find it. It is this simple for cash accounting, but it isn’t for accrual accounting, which you likely use. In accrual accounting, you need <a href="http://music-key.ru/taxonomy/term/283.html">http://music-key.ru/taxonomy/term/283.html</a> to recognize your revenue according to ASC 606, which means you also need to involve a deferred revenue account. In this case, you debit $20,000 in the cash T account and credit $20,000 in the revenue T account.</p>
</p>
<p>
<p>Then, these journal entries are transferred into the general ledger, in the form of T accounts. The ledger is more summarized and brief, in comparison to the journal. Yes, similar to journal entries, T accounts should also always balance. That’s why most businesses prefer automating their finances with cloud accounting software, instead.</p>
</p>
<p>
<h2>Bookkeeping Journal Entry</h2>
</p>
<p>
<p>If John, who has a line of skin care products, sells $5,000 worth of products, he&#8217;ll credit (or decrease) his inventory the full $5,000. T-accounts can be a useful resource for bookkeeping and accounting novices, helping them understand debits, credits, and double-entry accounting principles. Unfortunately, any accounting entries that are completed manually run a much greater risk of inaccuracy.</p>
</p>
<p>
<div style='text-align:center'><iframe width='563' height='310' src='https://www.youtube.com/embed/UWsA5zyKT_U' frameborder='0' alt='t accounts' allowfullscreen></iframe></div>
</p>
<p>
<ul>
<li>There are debit and credit columns, storing the financial figures for each transaction, and a balance column that keeps a running total of the balance in the account after every transaction.</li>
<li>Below is the T-account for Cash for the transactions and events of Xao Corporation.</li>
<li>The new entry is recorded under the Jan 10 record, posted to the Service Revenue T-account on the credit side.</li>
<li>Well organized T accounts are the first step in the bookkeeping and accounting process.</li>
<li>The major problem with T accounts is that they are time consuming.</li>
</ul>
<p>
<p>The record is placed on the debit side of the  Accounts Receivable T-account underneath the January 10 record. The record is placed on the credit side of the <a href="http://getthebounce.ru/t/1350154">http://getthebounce.ru/t/1350154</a> Service Revenue T-account underneath the January 17 record. This is posted to the Cash T-account on the credit side beneath the January 18 transaction.</p></p>
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