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He is also an educational consultant who coaches students to equip with relevant knowledge on entrepreneurship and helps them to set up small-scale and freelance businesses. We strive to empower readers with the most factual and reliable climate finance information possible to help them make informed decisions. Go a level deeper with us and investigate the potential impacts of climate change on investments like your retirement account. You calculate Credit Sales by multiplying the cost of goods sold (COGS) with the percentage of adding on credit. For example, if your COGS is $10 and you add on 20% for Credit Sales, then your Credit Sale will be $12.
There are three types of Sales transactions between a buyer and a seller. The primary difference between all three sales types is the payment timing. The best approach is to consider the advantages, the risks, and how much it will cost you to keep track of your debtors. Companies that sell capital intensive equipment are more likely to sell on credit, while companies that sell inexpensive items such as pencils are most unlikely to sell on credit. Com A has recorded a loss of $7,000, which will most likely be written off as a bad debt and deducted as an expense from the income statement. Com B also made another part payment on December 31st, a sum of $36,000.
Typically, alongside credit sales, you will also come across cash sales and advance payment. Having said this, sales can also refer to a business’s selling organization and the activities it engages in to secure orders from customers, that is, an exchange of money for goods, services, or other property. In essence, sales refer to any transactions where there is an exchange of money or value for the ownership of goods or entitlement to service. While executing a business transaction on credit sales mode, both the organization and the customer enter into an agreement that carries credit terms, agreed upon mutually. One common examples of a credit term is „Net 30,“ which states that the customer must pay the money within the 30 days after the purchase is made. Another example of a credit term is „5/20,“ which states that the customer receives a 5 percent discount if the payment is made within 20 days after the purchase is made.
Advantages and Disadvantages of Credit Sales
Implied in this question is an important analytical point for investors to consider when measuring the quality of a company’s operations and balance sheet. In the case of the latter, the accounts receivable line in a company’s current assets records its credit sales. It is important for a company’s liquidity and cash flow that accounts receivable be collected—or turned into cash—in a timely fashion.
- Learn financial statement modeling, DCF, M&A, LBO, Comps and Excel shortcuts.
- Keeping records helps companies to present proof of transactions during taxation which brings about accountability and transparency.
- However, as mentioned, the customer becomes the legal owner of goods exchanged in a credit sale as soon as the agreement is fixed.
- Sales returns are the merchandise that were returned to the organization by customers.
- It is one of the most common types of sales under which the seller sells goods to the buyer on credit.
Carbon Collective partners with financial and climate experts to ensure the accuracy of our content. We’ll now move to a modeling exercise, which you can access by filling out the form below. Either the ending or average A/R balance can be used in the formula, but the difference (and the takeaways) are marginal — unless there is a clear shift in the A/R balances due to operational changes. Harold Averkamp (CPA, MBA) has worked as a university accounting instructor, accountant, and consultant for more than 25 years.
These offsetting entries are explained by the accounting equation, where assets must equal liabilities plus equity. Assuming a customer purchases a chair for $500 with cash and there is a 5% sales tax rate, it means that the company will receive $25 in sales tax. To reflect this, the cost of goods sold account will be debited by $400 and the inventory account will be credited by $400. As it is in cash sales journal entry, one is likely to deal with sales tax. The accounts receivable total should be equal to the sum of sales tax payable and revenue accounts. Businesses sell products and services and when sales take place, there is a need to record the transaction in the books of accounts.
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The next step is to record the next part payment that was made by Com B. Com B paid $20,000 during the first ten days, which attracts a discount of 2.5%. While the benchmark for the average collection period will differ by industry, the most often cited figure for cash retrieval is around 30 to 90 days. Consider the same example above – Company A selling goods to John on credit for $10,000, due on January 31, 2018. However, let us consider the effect of the credit terms 2/10 net 30 on this purchase.
- Another example of a credit term is „5/20,“ which states that the customer receives a 5 percent discount if the payment is made within 20 days after the purchase is made.
- After this deduction, the total sales for May are $185,000 ($190,000 minus $5,000).
- Consequently, if a transaction is created with debit and credit, one is usually increasing an asset while also increasing liability or equity account or vice-versa.
- It represents a cost to the seller and motivates the seller to collect receivables quickly.
Of this amount, the organization has received $600,000 in cash at the time of purchase, and the rest was on credit. A customer purchased a product worth $20,000 on credit, then returned it, stating that it has a defect. The organization has also granted a sales allowance of $5,000 to another customer due to an error that occurred while generating the invoice. Until the customer pays the company the amount retained earnings equation owed in cash, the value of the unmet payment sits on the balance sheet as accounts receivable (A/R). If for example, a company makes a credit sale of $240, accounts receivable will be debited for $240 while the revenue account will be credited for $240. In creating journal entries for sales, there is a need to debit and credit the appropriate accounts and the end debit should be equal to the end credit balance.
It’s never a bad thing for a company to know where its sales are coming from, and this includes calculating cash and credit sales. Calculating credit sales, using accounts receivable, isn’t quite as simple, as adding up all of the receivables during a specific time frame. Other things, such as the age of the account and any discounts, have to be considered. Most people will have come across credit sales in their personal lives if not in a business capacity. These are often referred to as buying “on finance” and involve a customer agreeing to repay the price of a good they’ve acquired over an extended period. This often includes paying interest for the length of time taken to repay the full amount owed – although many companies will offer interest-free periods, particularly at the beginning of the agreement.
How to Calculate Credit Sales Using Accounts Receivable
For example, a credit term of 2/10 net 30 means that the buyer will get a discount of 2% if they make payment within the first ten days. Credit sales often prove useful for those in need of high-value goods that they cannot gather the money to pay for upfront. They can also be a good way for businesses to draw in new customers that may otherwise be put off by financial restrictions.
![sales on 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)
Though some exceptions may be in place such as an increase in one asset account while decreasing another asset account. If one’s area of concern is basically with regard to accounts that appear on the income statement such as sales/revenue, then these rules will apply. Having said this, debits and credits are used to record transactions in a company’s chart of accounts which classifies income and expenses.
In essence, sales are credited because a cash or credit account is simultaneously debited. In accounting, credit sales refer to sales that involve extending credit to the customer. Credit sales terms often require payment within one month of the invoice date, but may also be for longer periods. Most of the commercial transactions between businesses involve trade credit.
Disadvantages of Credit Sales
Charlene Rhinehart is a CPA , CFE, chair of an Illinois CPA Society committee, and has a degree in accounting and finance from DePaul University. Access and download collection of free Templates to help power your productivity and performance. K.A. Francis has been a freelance and small business owner for 20 years. She taught Accounting, Management, Marketing and Business Law at WV Business College and Belmont College and holds a BA and an MAED in Education and Training. Our writing and editorial staff are a team of experts holding advanced financial designations and have written for most major financial media publications. Our work has been directly cited by organizations including MarketWatch, Bloomberg, Axios, TechCrunch, Forbes, NerdWallet, GreenBiz, Reuters, and many others.
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Azerbaijan establishes new penalties for people engaged in credit … – Trend News Agency
Azerbaijan establishes new penalties for people engaged in credit ….
Posted: Tue, 01 Aug 2023 09:44:11 GMT [source]
It is one of the most common types of sales under which the seller sells goods to the buyer on credit. This type of sales transaction helps increase the business of the seller. So, the business has to be careful while making such sales transactions. For example, A Ltd sells an Air Conditioner worth $5,000 to Mr. B and agrees to settle the payment after 30 days. Also, when the customer pays their bill, there will be a need to create another journal entry.
Credit Sales Formula
Sales may be recorded on the income statement as gross sales; and after sales returns and allowances are deducted from it, the result shows the net sales figure. During the month of May, Company Z issued $10,000 in refunds, because several items were damaged during shipment and one item was the wrong size, so the customer could not use it. This amount would reduce the total number of cash sales, if the customer has already paid for the item or if the accounts receivable balance was from a credit customer. This reduces the total sales to $190,000 ($200,000 in total sales, minus $10,000 in returns). Credit sales are often seen in everyday life, with large-value purchases such as cars and sofas often involving some form of credit sale. They’re also becoming increasingly common among lower-value items, with many fashion sites now utilising credit sales and offering weekly payments as an alternative to paying for items upfront.
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)
In addition, it shows they reduced the implied cost or opportunity cost of the interest-free loan to the customer. On the other hand, a company that has a comparatively long average collection period is clearly having trouble collecting payments from customers and this could be a sign of inefficient operations. Journal entries are one of the most widely used account recording formats for sales. For credit sales, the recording involves creating account receivables for the company.
According to Corporate Finance Institute, credit sales allow customers to purchase products or services though they don’t have sufficient cash at the time of making the transaction. The annual credit sales refer to the total invoiced account receivables for the 12-month financial period. A sales account is the record of all sales transactions in the business. As previously stated, the account total is then paired with the sales returns and allowances account in order to derive the net sales figure which is listed at the top of the income statement. Under the accrual basis of accounting, a company reports goods sold on credit as sales (revenue) as soon as they are transferred to the buyer.
![sales on 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)
As long as the customer puts off paying for the purchase, the widget company is paying interest on loans that are tied up in the accounts receivable account due to the sale that was made on credit. In this sense, the widget company is paying interest on the customer’s loan. The widget maker would be better off trying to get the customer to pay as soon as possible. To do so, the widget company may offer a discount to the purchase price for early payment.