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	<title>Bookkeeping</title>
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		<title>Allowance for Doubtful Accounts and Bad Debt Expenses Cornell University Division of Financial Services</title>
		<link>https://www.paolalosciuto.com/2024/02/26/allowance-for-doubtful-accounts-and-bad-debt/</link>
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		<pubDate>Mon, 26 Feb 2024 11:17:58 +0000</pubDate>
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					<description><![CDATA[If actual experience differs, then management adjusts its estimation methodology to bring the reserve more into alignment with actual results. If the bad debt exceeds the allowance for doubtful accounts, it indicates that the company underestimated the risk of uncollectible accounts. You will need to adjust the accounts receivable balance http://refolit-info.ru/rn/refnews1159.html on the balance sheet [&#8230;]]]></description>
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" width="250px" alt="the allowance for doubtful accounts is a contra asset account that equals:"/></p>
<p><p>If actual experience differs, then management adjusts its estimation methodology to bring the reserve more into alignment with actual results. If the bad debt exceeds the allowance for doubtful accounts, it indicates that the company underestimated the risk of uncollectible accounts. You will need to adjust the accounts receivable balance <a href="http://refolit-info.ru/rn/refnews1159.html">http://refolit-info.ru/rn/refnews1159.html</a> on the balance sheet downwards to reflect the higher amount of uncollectible accounts. For example, say a company lists 100 customers who purchase on credit and the total amount owed is $1,000,000. The purpose of the allowance for doubtful accounts is to estimate how many customers out of the 100 will not pay the full amount they owe.</p>
</p>
<p><h2>Adjusting the Allowance</h2>
</p>
<p><div style='text-align:center'><iframe width='560' height='310' src='https://www.youtube.com/embed/j92TlLI7ldY' frameborder='0' alt='the allowance for doubtful accounts is a contra asset account that equals:' allowfullscreen></iframe></div>
</p>
<p><p>The company now has a better idea of which account receivables will be collected and which will be lost. For example, say the company now thinks that a total of $600,000 of receivables will be lost. The company must record an additional expense for this amount to also increase the allowance&#8217;s credit balance. A well-managed allowance for doubtful accounts can signal to investors and creditors that the company has robust risk management practices in place.</p>
</p>
<ul>
<li>For example, a jewelry store earns $100,000 in net sales, but they estimate that 4% of the invoices will be uncollectible.</li>
<li>You&#8217;ll notice the allowance account has a natural credit balance and will increase when credited.</li>
<li>In accrual-basis accounting, recording the allowance for doubtful accounts at the same time as the sale improves the accuracy of financial reports.</li>
<li>Businesses in industries with significant seasonal variations, such as retail or tourism, may notice spikes in uncollectible receivables during certain periods.</li>
<li>The company anticipates that some customers will not be able to pay the full amount and estimates that $50,000 will not be converted to cash.</li>
</ul>
<p><h2>Accept payments</h2>
</p>
<p><p>Writing bad debt off removes the debt from your accounts receivable, therefore, reflecting the loss accurately on your balance sheet. The allowance for doubtful accounts resides within your balance sheet’s “contra assets” division. However, contrary to subtracting it, you actually incorporate it into your overall accounts receivable (AR). Because it gives you  a more realistic picture of the money, you can expect to collect from your customers. The aggregate balance in the allowance for doubtful accounts after these two periods is $5,400.</p>
</p>
<p><h2>-Is credited when bad debts expense is estimated and</h2>
</p>
<p><p>This ensures that the company&#8217;s financial statement accurately reflects its overall financial health. The company can recover the account by reversing the entry above to reinstate the accounts receivable balance and the corresponding allowance for the doubtful account balance. Then, the company will record a debit to cash and credit to accounts receivable when the payment is collected. A company can further adjust the balance by following the entry under the &#8220;Adjusting the Allowance&#8221; section above. If a company has a history of recording or tracking bad debt, it can use the historical percentage of bad debt if it feels that historical measurement relates to its current debt.</p>
</p>
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" width="256px" alt="the allowance for doubtful accounts is a contra asset account that equals:"/></p>
<p><p>This method, while straightforward, requires regular updates to reflect any changes in the business environment or customer base. In particular, your allowance for doubtful accounts includes past-due invoices that your business does not expect to collect before the end of the accounting period. In other words, doubtful accounts, also known as bad debts, are an estimated percentage of accounts receivable that might never hit your bank account. They, therefore, record a journal entry by debiting the bad debt expense and crediting the allowance for doubtful accounts. Then, the company establishes the allowance by crediting an allowance account often called &#8216;Allowance for Doubtful Accounts&#8217;. Though this allowance for doubtful accounts is presented on the balance sheet with other assets, it is a contra asset that reduces the balance of total assets.</p>
</p>
<p><p>Two primary methods exist for estimating the dollar amount of accounts receivables not expected to be collected. This provision not only helps in presenting a more accurate picture of a company’s financial status but also ensures compliance with accounting standards. The allowance for doubtful accounts is not always a debit or credit account, as it can be both depending on the transactions. When a doubtful account becomes uncollectible, it is a debit balance in the allowance for doubtful accounts. Companies create an allowance for doubtful accounts to recognize the possibility of uncollectible debts and to comply with the matching principle of accounting.</p>
</p>
<p><p>The first step in accounting for the allowance for doubtful accounts is to establish the allowance. This is done by using one of the estimation methods above to predict what proportion of accounts receivable will go uncollected. For this example, let&#8217;s say a company predicts it will incur $500,000 of uncollected accounts receivable.</p>
</p>
<p><p>The debit to bad debts expense would report credit losses of $50,000 on the company’s June income statement. The allowance for doubtful accounts plays a significant  role in shaping a company’s financial statements, particularly the balance sheet and income statement. By adjusting the accounts receivable to reflect potential uncollectible amounts, businesses present a more realistic view of their <a href="http://yurgaforum.ru/index.php?p=27">http://yurgaforum.ru/index.php?p=27</a> financial health. This adjustment ensures that investors and stakeholders are not misled by inflated asset values, fostering greater transparency and trust. Allowance for doubtful accounts is a contra asset that reduces the total amount of accounts receivable. It is important to note that it does not necessarily reflect subsequent payment of receivables, which may differ from expectations.</p>
</p>
<ul>
<li>Industries with higher credit risk or volatility maintain a higher ADA accounting compared to those with lower risk.</li>
<li>For example, it has 100 customers, but after assessing its aging report decides that 10 will go uncollected.</li>
<li>When a doubtful account becomes uncollectible, it is a debit balance in the allowance for doubtful accounts.</li>
<li>The allowance for doubtful accounts plays a significant role in shaping a company’s financial statements, particularly the balance sheet and income statement.</li>
</ul>
<p><p>This, in turn, will allow you to adjust your allowance for doubtful accounts accordingly. If there is a large, unexpected default, you can rest assured that we will pay the claim, <a href="https://www.gavailer.ru/journal/index.php?id_entry=1059">https://www.gavailer.ru/journal/index.php?id_entry=1059</a> effectively eliminating what could have been a devastating bad debt loss. There are also downsides to having too small or too large of an allowance for doubtful accounts.</p>
</p>
<p><p>This can enhance the company’s creditworthiness and potentially lower the cost of borrowing. By analyzing such benchmarks, businesses can make informed decisions about their approach to managing their accounts receivable and avoiding potential financial losses. For example, it has 100 customers, but after assessing its aging report decides that 10 will go uncollected. The balance for those accounts is $4,000, which it records as an allowance for doubtful accounts on the balance sheet. While collecting all the money you’re owed is the best-case scenario, small business owners know that things don’t always go as planned.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="the allowance for doubtful accounts is a contra asset account that equals:"/></p>
<p><p>Properly managing the allowance for doubtful accounts ensures that your financial statements are accurate and up-to-date. In certain situations, there may be instances where a customer is initially unable to pay, resulting in a bad debt write-off. However, after a few weeks or months, the customer manages to make the payment and clear their dues. Now, imagine that the company wants to write off $10,000 in bad debt out of the $15,000. It’s important to note that the net AR remains unaffected, and only the remaining allowance for doubtful accounts is reduced from $15,000 to $5,000. Later, a customer who purchased goods totaling $10,000 on June 25 informed the company on August 3 that it already filed for bankruptcy and would not be able to pay the amount owed.</p></p>
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			</item>
		<item>
		<title>2 4: The Basic Accounting Equation Business LibreTexts</title>
		<link>https://www.paolalosciuto.com/2024/02/26/2-4-the-basic-accounting-equation-business/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 26 Feb 2024 10:17:49 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.paolalosciuto.com/?p=115</guid>

					<description><![CDATA[Whatever happens, the transaction will always result in the accounting equation balancing. The inventory (asset) of the business will increase by the $2,500 cost of the inventory and a trade payable (liability) will be recorded to https://book1mark.ru/14-minut-avtor-neizvesten/ represent the amount now owed to the supplier. To further illustrate the analysis of transactions and their effects [&#8230;]]]></description>
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" width="251px" alt="the accounting equation may be expressed as"/></p>
<p><p>Whatever happens, the transaction will always result in the accounting equation balancing. The inventory (asset) of the business will increase by the $2,500 cost of the inventory and a trade payable (liability) will be recorded  to <a href="https://book1mark.ru/14-minut-avtor-neizvesten/">https://book1mark.ru/14-minut-avtor-neizvesten/</a> represent the amount now owed to the supplier. To further illustrate the analysis of transactions and their effects on the basic accounting equation, we will analyze the activities of Metro Courier, Inc., a fictitious corporation.</p>
</p>
<ul>
<li>On 12 January, Sam Enterprises pays $10,000 cash to its accounts payable.</li>
<li>This bookkeeping method assures that the balance sheet statement always equals in the end.</li>
<li>In the accounting equation, every transaction will have a debit and credit entry, and the total debits (left side) will equal the total credits (right side).</li>
<li>This transaction also generates a profit of $1,000 for Sam Enterprises, which would increase the owner&#8217;s equity element of the equation.</li>
</ul>
<p><h2>Financial Analysis</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="the accounting equation may be expressed as"/></p>
<p><p>Liabilities can result from past transactions or events and must be settled over time through the transfer of cash goods or services. For example, if you subtract liabilities from assets, you will get equity, and vice versa. Understanding how to use this formula and other necessary basic accounting terms is crucial for finance professionals as it helps to verify the accuracy of <a href="https://fesk.ru/ramsar/61.html">https://fesk.ru/ramsar/61.html</a> records. Now, these changes in the accounting equation get recorded into the business’ financial books through double-entry bookkeeping. As we previously mentioned, the accounting equation is the same for all businesses. It’s extremely important for businesses in that it provides the basis for calculating various financial ratios, as well as for creating financial statements.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="the accounting equation may be expressed as"/></p>
<p><h2>Arrangement #1: Equity = Assets – Liabilities</h2>
</p>
<p><p>We may earn a commission when you click on a link or make a purchase through the links on our site. All of our content is based on objective analysis, and the opinions are our own. On 22 January, Sam Enterprises pays $9,500 cash to creditors and receives a cash discount of $500. The&nbsp;break-even point tells <a href="http://socioniko.net/ru/auth-mbti/meisgeier.html">http://socioniko.net/ru/auth-mbti/meisgeier.html</a> you how much you need to sell to cover all of your costs and generate a profit of $0. Metro Corporation earned a total of $10,000 in service revenue from clients who will pay in 30 days. Accounts receivable&nbsp;list the amounts of money owed to the company by its customers for the sale of its products.</p>
</p>
<p><h2>Cash ratio equation</h2>
</p>
<p><p>At this point, let&#8217;s consider another example and see how various transactions affect the amounts of the elements in the accounting equation. A high debt-to-equity ratio illustrates that a high proportion of your company’s financing comes from issuing debt, rather than issuing&nbsp;inventory&nbsp;to shareholders. Suppose you’re attempting to secure more financing or looking for investors. In that case, a high debt-to-equity ratio might make it more difficult to find creditors or investors willing to provide funds for your company. Remember, your net income is made up of your total revenue minus your expenses.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="the accounting equation may be expressed as"/></p>
<p><p>The term capital includes the capital introduced by the business owner plus or minus any profits  or losses made by the business. Profits retained in the business will increase capital and losses will decrease capital. The accounting equation will always balance because the dual aspect of accounting for income and expenses will result in equal increases or decreases to assets or liabilities. The accounting equation is a broad concept that explains how the total value of a company’s assets is split between its liabilities and shareholders (equity). It gives an idea of the company’s overall financial position by ensuring that every transaction keeps the books balanced.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="the accounting equation may be expressed as"/></p>
<p><h2>What Is Shareholders’ Equity in the Accounting Equation?</h2>
</p>
<p><div style='text-align:center'><iframe width='569' height='318' src='https://www.youtube.com/embed/6xSGThIQ4oM' frameborder='0' alt='the accounting equation may be expressed as' allowfullscreen></iframe></div></p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Suspense account Wikipedia</title>
		<link>https://www.paolalosciuto.com/2023/10/04/suspense-account-wikipedia/</link>
					<comments>https://www.paolalosciuto.com/2023/10/04/suspense-account-wikipedia/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 04 Oct 2023 14:11:08 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.paolalosciuto.com/?p=127</guid>

					<description><![CDATA[Deposits or withdrawals are made for transactions that are yet to be completed. Interested in automating the way you get paid? GoCardless can help Any amount that is posted to the suspense account should be there on a temporary basis only, as this amount needs to be investigated and posted to the correct account. Likewise, [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/04/Screenshot_7-1-300x200.png" width="258px" alt="suspense account"/></p>
<p>Deposits or withdrawals are made for transactions that are yet to be completed.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/05/0499e111-2531-434b-8cd0-4b055024da9d.jpg" width="253px" alt="suspense account"/></p>
<h2>Interested in automating the way you get paid? GoCardless can help</h2>
<p>Any amount that is posted to the suspense account should be there on a temporary basis only, as this amount needs to be investigated and posted to the correct account. Likewise, if the trial balance shows debits are larger than credits, the difference should be entered as a credit because the amount will be cleared once the difference has been reconciled. However, all transactions require complete and accurate information before they can be entered into the financial records. When the business is unsure about the account in which they need to park a particular transaction, it is best to put the transaction in a suspense account and consult with your  accountant before making any decision. Let us understand how suspense account entries work and how it helps <a href="https://www.bookstime.com/articles/suspense-account">suspense account</a> accounting teams with the help of a couple of examples. The bookkeeper is unable to balance the company’s trial balance, with the credit column exceeding the debit side by $500.</p>
<ul>
<li>Our team of reviewers are established professionals with decades of experience in areas of personal finance and hold many advanced degrees and certifications.</li>
<li>After you make the final payment and receive the item, close the suspense account and open a separate asset account.</li>
<li>When the proper account is determined, the amount will be moved from the suspense account to the proper account.</li>
<li>In order to file the monthly tax report on time he put this amount in a suspense account and the ledgers were reconciled perfectly.</li>
<li>Later, the entries can be transferred to the relevant accounts at the appropriate ratio.</li>
</ul>
<h2>Examples: Suspense Account Journal Entries</h2>
<p>He has been a manager and an auditor with Deloitte, a big 4 accountancy firm, and holds a degree from Loughborough University. Each week he purchases some of the materials needed to manufacture the bakery’s products and he pays for them with the company’s debit card. Last week he purchased a new refrigerator for $300 but due to his busy schedule he failed to send the receipt of the transaction to his accountant. He will move the amount from the Suspense account to the appropriate account as soon as he gets more information about the nature of the transaction.</p>
<h2>Why You Can Trust Finance Strategists</h2>
<p>First, regularly review the items in the account, with the objective of shifting transactions into their appropriate accounts as soon as possible. <a href="https://www.instagram.com/bookstime_inc">https://www.instagram.com/bookstime_inc</a> Accordingly, there should be a daily measurement of the balance in the suspense account, which the controller uses as the trigger for ongoing investigations. Finally, all suspense account items should be researched and eliminated by the end of the fiscal year.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/what-payroll-fraud-scaled-1-300x200.jpg" width="256px" alt="suspense account"/></p>
<p>Suspense accounts and error correction are popular topics for examiners because they test candidates’ understanding of bookkeeping principles so well. A suspense account is a temporary holding account for a bookkeeping entry that will end up somewhere else once the final and correct account is determined. These accounts are designed to temporarily hold mortgage payments that are either incomplete or cannot be immediately applied to specific portions of the loan, such as principal, interest, taxes, or insurance.</p>
<ul>
<li>When debits and credits don’t match, hold the difference in a suspense account until you correct it.</li>
<li>After you make corrections, close the suspense account so that it’s no longer part of the trial balance.</li>
<li>It can be a repository for monetary transactions (cash receipts, cash disbursements and journal entries) entered with invalid account numbers.</li>
<li>Unmatched amounts are clearly indicated, meaning you can go back and match them easily once you know where they belong.</li>
<li>When an accounting error is identified, such as a misclassification of expenses, the incorrect entry would be moved to a suspense account while the error is investigated and then ultimately corrected.</li>
</ul>
<h2>Suspense Account Definition</h2>
<div style='text-align:center'><iframe width='564' height='311' src='https://www.youtube.com/embed/EheCM7WY3ow' frameborder='0' alt='suspense account' allowfullscreen></iframe></div>
<p>No, unlike mortgage escrow accounts, the money in a mortgage suspense account doesn&#8217;t earn any interest for the borrower. A general ledger is where a business records its assets and liabilities on an ongoing basis, broken into separate categories or accounts. Suspense accounts are used for assets or liabilities that require further clarification before they can be assigned a permanent place in the ledger. Lenders and loan servicers may also refer to suspense accounts as &#8220;unapplied funds accounts.&#8221;</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/12/071b502c-c160-4956-9d3b-bbb0e94c5282-1-300x200.jpg" width="251px" alt="suspense account"/></p>
<p>Later, the entries can be transferred to the relevant accounts at the appropriate ratio. One important use of a suspense account is to bring the trial balance <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> into agreement. In any case, every effort should be made to eliminate all unidentified transactions held in the suspense account by the end of the fiscal year, otherwise the annual financial statements will be  inaccurate.</p>
<p>Brokerage firms also use suspense accounts to, for example, keep track of a customer&#8217;s money between the time they sell an investment and when they reinvest that money. A suspense account is an account in the general ledger in which amounts are temporarily recorded. A suspense account is used when the proper account cannot be determined at the time the transaction is recorded.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/06/shutterstock_699442570.jpg" width="254px" alt="suspense account"/></p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/cash-flow-tips-1024x559-1-300x155.jpg" width="255px" alt="suspense account"/></p>
<p>Sales returns for goods sold on credit in September 20X8 of $8,980 were accidentally recorded by processing a sales invoice. 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. Additionally, covering 100% of GL accounts the Substantiation module provides a summary of the unreconciled items, enabling organizations to proactively take corrective actions in real-time. My Accounting Course &nbsp;is a world-class educational resource developed by experts to simplify accounting, finance, &amp; investment analysis topics, so students and professionals can learn and propel their careers.</p>
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		<title>T-Account: Definition, Example, Recording, and Benefits</title>
		<link>https://www.paolalosciuto.com/2023/10/04/t-account-definition-example-recording-and/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 04 Oct 2023 11:04:20 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.paolalosciuto.com/?p=128</guid>

					<description><![CDATA[Because cash is an asset account, the Cash account will be debited for $20,000. To create and record a T account, you have to know how debit and credit rules apply to the different types of accounts. The use and purpose of a T account is to help business owners visualize the amounts on each [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' 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="250px" alt="t accounts"/></p>
<p>Because cash is an asset account, the Cash account will be debited for $20,000. To create and record a T account, you have to know how debit and credit rules apply to the different types of accounts. The use and purpose of a T account is to help business owners visualize the amounts on each individual account.</p>
<ul>
<li>These are essential elements of the continued success of any business.</li>
<li>By creating the paper trail between the digital documents on the one side and the receipts, invoices, etc. on the other side, the accountant can be even more sure that the books are in order.</li>
<li>With that being said, the five most common types of accounts in financial accounting are assets, liabilities, expenses, revenue, and owner’s equity.</li>
<li>Court of Appeals for the District of Columbia Circuit, which in July 2023 found the nondisclosure order comported with the First Amendment.</li>
<li>In this example, I need to pay rent for the next quarter in advance  for my coffee shop’s unit space.</li>
<li>They’re simply words representing where cash is coming from, and where it’s flowing to, within a business.</li>
</ul>
<h2>How much are you saving for retirement each month?</h2>
<div style='text-align:center'><iframe width='562' height='311' src='https://www.youtube.com/embed/3b4qFwLU3ZE' frameborder='0' alt='t accounts' allowfullscreen></iframe></div>
<p>The T-account, like all accounting transactions, always keeps debits on the left side of the T and credits on the right side of the T. Like a journal entry, T-account entries always impact two accounts. And as you’re issuing sales invoices, making payments, receiving revenue, Deskera automatically debits and credits the transaction values into the corresponding ledger accounts. A T-account is used to track specific transactions, while the balance sheet is a summary of a company’s overall financial position.</p>
<h2>Create a Free Account and Ask Any Financial Question</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/1qd636v-300x181.jpg" width="254px" alt="t accounts"/></p>
<p>You may have a journal for each individual account and a general ledger where all the information from your journals is gathered together and recorded. If you use accounting software like Skynova&#8217;s, the  method will be the same. There&#8217;s also the added benefit of being able to do it anywhere you have the internet, including right on your phone. This is posted to the Cash T-account on the credit side beneath the January 14 transaction. Accounts Payable has a debit of $3,500 (payment in full for the Jan. 5 purchase). You notice there is already a credit in Accounts Payable, and the new record is placed directly across from the January 5 record.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/01/55f65af5-c657-48d2-9c1c-e633b51677fd.jpg" width="251px" alt="t accounts"/></p>
<h2>Subsidiary Ledgers (or Sub Ledgers):&nbsp;Debtors Ledger and Creditors Ledger</h2>
<p>The purpose of journalizing is to record the change in the&nbsp;accounting equation&nbsp;caused by a business event. Ledger accounts categorize these changes or&nbsp;debits and credits&nbsp;into specific accounts, so management can have useful information for budgeting and performance purposes. Once journal entries are made in the&nbsp;general journal&nbsp;or subsidiary journals, they must be posted and transferred to the&nbsp;T-accounts&nbsp;or&nbsp;ledger accounts. I’ve agreed to pay for the coffee machine next month so my accounts payable is increased (credited) by £700. Accounts payable is a liability account,  keeping track of bills I still have to pay in future.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/shutterstock_772425826.jpg" width="253px" alt="t accounts"/></p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/06/img-stars.png" width="250px" alt="t accounts"/></p>
<p>These reports have much more information than the financial statements we have shown you; however, if you read through them you may notice some familiar items. Common Stock had a credit of $20,000 in the journal entry, and that information is transferred to the general ledger account in the credit column. The balance at that time in the Common Stock ledger <a href="https://www.bookstime.com/articles/what-are-t-accounts">t accounts</a> account is $20,000. Notice that for this entry, the rules for recording journal entries have been followed. This transaction will increase ABC’s Cash account by $10,000, and its liability of the Notes Payable account will also increase by $10,000.</p>
<p>Our goal is to deliver the most understandable and comprehensive explanations of financial topics using simple writing complemented by helpful graphics and animation videos. 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 <a href="https://www.facebook.com/BooksTimeInc/">https://www.facebook.com/BooksTimeInc/</a> or exclusion from registration requirements. &#8220;I think there&#8217;s the foundation of a defensive-minded combo guard there, but we never got to see it bloom,&#8221; they said. She has written for outlets including the Washington Examiner, Daily Signal and Alexandria Times.</p>
<ul>
<li>If we were to describe each transaction occurring within the T-account above as &#8220;bank,&#8221; it would not adequately describe why our bank account increased or decreased.</li>
<li>In this case, there’d actually be cash and deferred revenue transactions at first, and then deferred revenue and revenue transactions over time as you recognize the revenue.</li>
<li>As a small 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.</li>
<li>Keeping your financial statements and records neat and organized is a must if you want your small business to succeed.</li>
</ul>
<p>Both statements are important tools in accounting and finance, and they are used to help stakeholders understand a company’s financial health. When it comes to knowing which accounts will need journal entries, consider each transaction and the accounts it affects. T-accounts can be created for each account your business has, from assets to inventory to owner&#8217;s equity. 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.</p>
<ul>
<li>A double entry system is considered complex and is employed by accountants or CPAs (Certified Public Accountants).</li>
<li>Peruse Best Buy’s 2017 annual report to learn more about Best Buy.</li>
<li>Expense accounts, equity accounts, cash, and a general ledger account are all types of accounts for which you&#8217;ll create journal entries.</li>
<li>First, these debit and credit entries are posted into the journal, as a journal entry.</li>
<li>T-accounts can also be used to record changes to the income statement, where accounts can be set up for revenues (profits) and expenses (losses) of a firm.</li>
</ul>
<h2>When trying to understand a complicated entry</h2>
<p>While the appeal was pending, the district court allowed Twitter to notify Trump of the warrant. X had asked the Supreme Court to consider whether social media companies can be forced to give the government a user&#8217;s communications while they&#8217;re prohibited from notifying the user about it. In the case of Trump, the company said the nondisclosure order deprived him of the opportunity to assert executive privilege over the material before it was <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> provided to the special counsel. But X said other users such as journalists, doctors or lawyers may want to invoke their own privileges and would not have the chance to. As a final point, make sure you get lots of practice with preparing T-accounts.</p>
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