{"id":15522,"date":"2020-10-12T15:56:30","date_gmt":"2020-10-12T12:56:30","guid":{"rendered":"https:\/\/yasmen.tqnia.me\/golden_medica\/?p=15522"},"modified":"2025-04-22T11:55:03","modified_gmt":"2025-04-22T08:55:03","slug":"estimating-bad-debts-financial-accounting","status":"publish","type":"post","link":"https:\/\/yasmen.tqnia.me\/golden_medica\/2020\/10\/12\/estimating-bad-debts-financial-accounting\/","title":{"rendered":"Estimating Bad Debts Financial Accounting"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"253px\" alt=\"balance sheet allowance for doubtful accounts\"\/><\/p>\n<p><p>If worded skillfully, the seller can use the statement <a href=\"http:\/\/konveda.in.ua\/ychastnicy-konkyrsa-miss-vselennaia-2015-pokazali-svoi-nastoiashie-lica\">http:\/\/konveda.in.ua\/ychastnicy-konkyrsa-miss-vselennaia-2015-pokazali-svoi-nastoiashie-lica<\/a> to say \u201cthank you for your continued business\u201d while at the same time \u201creminding\u201d the customer that receivables are being monitored and payment is expected. To further prompt customers to pay in  a timely manner, the statement may indicate that past due accounts are assessed interest at an annual rate of 18% (1.5% per month). Because transactions are usually itemized on the statement, some customers use the statement as a means to compare its records with those of the seller. Businesses apply a percentage to their outstanding receivables to estimate potential bad debts.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"255px\" alt=\"balance sheet allowance for doubtful accounts\"\/><\/p>\n<p><h2>Accurate Financial Reporting<\/h2>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"259px\" alt=\"balance sheet allowance for doubtful accounts\"\/><\/p>\n<p><p>If an adjusting entry of $3,000 is made during year 2, Bad Debts Expense will report a $3,000 debit balance, while Allowance for Doubtful Accounts might report a credit balance of $17,000. When an account is deemed uncollectible, it is written off by debiting the allowance for doubtful accounts and crediting accounts receivable. This action reduces both the receivables and the allowance balance, reflecting the actual loss.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='568' height='316' src='https:\/\/www.youtube.com\/embed\/HXVxcxKj8B0' frameborder='0' alt='balance sheet allowance for doubtful accounts' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><h2>Pareto Analysis Method<\/h2>\n<\/p>\n<p><p>When a company sets up its allowance for doubtful accounts, it creates two simultaneous accounting entries. First, it records a &#8220;bad debt expense&#8221; that reduces  the current period&#8217;s profit. Second, it creates a contra asset account called &#8220;allowance for doubtful accounts&#8221; that reduces the reported value of AR without changing the underlying customer balances.<\/p>\n<\/p>\n<ul>\n<li>Therefore, the directwrite-off method is not used for publicly traded company reporting;the allowance method is used instead.<\/li>\n<li>There is one more point about the use of the contra account, Allowance for Doubtful Accounts.<\/li>\n<li>At that point, you want to remove that account from your accounts receivable balance.<\/li>\n<li>You can use three methods to calculate an appropriate allowance for doubtful accounts.<\/li>\n<li>The income statement, statement of cash flows, statement of comprehensive income, and the statement of stockholders\u2019 equity report information for a period of time (or time interval) such as a year, quarter, or month.<\/li>\n<li>Imagine reporting that your company has $200,000 in accounts receivable, but in reality, 10% of those invoices will likely never be paid.<\/li>\n<\/ul>\n<p><h2>What is the Journal Entry for Direct Write-off Method When a Customer Pays a Bad Debt?<\/h2>\n<\/p>\n<p><p>You will need to adjust the accounts receivable balance on the balance sheet downwards to reflect the higher amount of uncollectible accounts. The purpose of this article is to provide an in-depth understanding of how the Allowance for Doubtful Accounts affects the balance sheet and income statement. We will explore the definition and purpose of this allowance, examine its impact on financial statements, and discuss the common methods used to estimate doubtful accounts. Additionally, we will analyze real-world examples and case studies to illustrate practical applications and highlight industry-specific practices. Another way sellers apply the allowance method of recording bad debts expense is by using the percentage <a href=\"http:\/\/rosbalt.com.ua\/ctg\/0\/18\/\">http:\/\/rosbalt.com.ua\/ctg\/0\/18\/<\/a> of credit sales approach.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"257px\" alt=\"balance sheet allowance for doubtful accounts\"\/><\/p>\n<p><h2>Percentage of sales method<\/h2>\n<\/p>\n<p><p>Companies may choose the method that best fits their operations, balancing simplicity and accuracy in their financial reporting. If the Allowance for Doubtful Accounts has a balance from the previous month, the journal entry will be done for the difference between the current balance and the desired balance. When a customer pays an invoice that was previously written-off under the Direct Write-off Method, the debt must first be re-instated in the accounting records. In some cases, you may write off the money a customer owed you in your books only for them to come back and pay you. If a customer ends up paying (e.g., a collection agency collects their payment) and you have already written off the money they owed, you need to reverse the account.<\/p>\n<\/p>\n<p><p>Adjusting the allowance for doubtful accounts is important in maintaining accurate financial statements and assessing financial risk. Companies create an allowance for doubtful accounts to recognize the possibility of uncollectible debts and to comply with the matching principle of accounting. After figuring out which method you\u2019ll use, you can create the account in the chart of <a href=\"http:\/\/theinsider.com.ua\/news\/725292\/\">http:\/\/theinsider.com.ua\/news\/725292\/<\/a> accounts. The specific identification method allows a company to pick specific customers that it expects not to pay. In this case, our jewelry store would use its judgment to assess which accounts might go uncollected. For example, our jewelry store assumes 25% of invoices that are 90 days past due are considered uncollectible.<\/p>\n<\/p>\n<p><p>As you can see there is a heavy focus on financial modeling, finance, Excel, business valuation, budgeting\/forecasting, PowerPoint presentations, accounting and business strategy. The customer who filed for bankruptcy on August 3 manages to pay the company back the amount owed on September 10. The company would then reinstate the account that was initially written off on August 3. For example, say as of December 31, 2022, ABC Supply Co. owes you $500 for goods purchased on credit. Then, in February 2023, the CFO informs you that the company filed for bankruptcy and won\u2019t be able to pay the amount they owe.<\/p>\n<\/p>\n<ul>\n<li>By accounting for potential losses from uncollectible receivables, companies can provide a more realistic valuation of their assets, which is critical for effective financial analysis and decision-making.<\/li>\n<li>You will deduct AFDA from the overall AR balance when calculating the total asset value of AR on your balance sheet.<\/li>\n<li>It will contain the date, the account name and amount to be debited, and the account name and amount to be credited.<\/li>\n<li>A contra revenue account that reports the discounts allowed by the seller if the customer pays the amount owed within a specified time period.<\/li>\n<li>If this is your first time recording the allowance, you simply debit your bad debt expense account and credit your allowance account for the same amount.<\/li>\n<\/ul>\n<p><p>The longer the time passes with a receivable unpaid, the lower the probability that it will get collected. An account that is 90 days overdue is more likely to be unpaid than an account that is 30 days past due. The AFDA recognizes and records expected losses from unpaid customer invoices or accounts receivable (A\/R).<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='563' height='311' src='https:\/\/www.youtube.com\/embed\/b_Z2q7F6518' frameborder='0' alt='balance sheet allowance for doubtful accounts' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>As the accountant for a large publicly traded food company, youare considering whether or not you need to change your bad debtestimation method. You currently use the income statement method toestimate bad debt at 4.5% of credit sales. You are consideringswitching to the balance sheet aging of receivables method. Thiswould split accounts receivable into three past- due categories andassign a percentage to each group. Assuming some of your customer credit balances will go unpaid, how do you determine what is a reasonable allowance for doubtful accounts? The percentage of credit sales method is an income statement approach and estimates the required bad debt expense for an accounting period using a percentage of the credit sales made during the same period.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>If worded skillfully, the seller can use the statement http:\/\/konveda.in.ua\/ychastnicy-konkyrsa-miss-vselennaia-2015-pokazali-svoi-nastoiashie-lica to say \u201cthank you for your continued business\u201d while at the same time \u201creminding\u201d the customer that receivables are being monitored and payment is expected. To further prompt customers to pay in a timely manner, the statement may indicate that past due accounts are assessed&hellip;&nbsp;<a href=\"https:\/\/yasmen.tqnia.me\/golden_medica\/2020\/10\/12\/estimating-bad-debts-financial-accounting\/\" class=\"\" rel=\"bookmark\">Read More &raquo;<span class=\"screen-reader-text\">Estimating Bad Debts Financial Accounting<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"neve_meta_sidebar":"","neve_meta_container":"","neve_meta_enable_content_width":"","neve_meta_content_width":0,"neve_meta_title_alignment":"","neve_meta_author_avatar":"","neve_post_elements_order":"","neve_meta_disable_header":"","neve_meta_disable_footer":"","neve_meta_disable_title":"","footnotes":""},"categories":[21],"tags":[],"class_list":["post-15522","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/posts\/15522","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/comments?post=15522"}],"version-history":[{"count":1,"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/posts\/15522\/revisions"}],"predecessor-version":[{"id":15523,"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/posts\/15522\/revisions\/15523"}],"wp:attachment":[{"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/media?parent=15522"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/categories?post=15522"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/tags?post=15522"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}