She founded Business Accounting Basics, where she provides free advice and resources to small businesses. Whether reported as separate lines on the financial report or as a cumulative value, the net amount of the pair of accounts is called the “net book value” of the individual asset. Based in the UAE, we are a leading fintech firm offering SimpleAccounts by Data Innovation Technologies Limited—an efficient and straightforward accounting solution for successful businesses. So an Accumulated Depletion account would serve as the contra for the parent Fixed Asset account. The data about the flow of money is provided for the current financial year, together with the past year of the company or enterprise. For example, a building costs 30-million upon initial purchase, and it is estimated to last for 30 years.
What is Contra in Accounting?
It is a contra-account, the difference between the asset’s purchase price and its carrying value on the balance sheet. Accounts Receivable AccountAccounts receivables is the money owed to a business by clients for which the business has given services or delivered a product but has not yet collected payment. They are categorized as current assets on the balance sheet as the payments expected within a year.
Its purpose is to estimate the portion of customer receivables that a company expects not to collect. This ensures that Accounts Receivable are reported at their net realizable value, providing a more accurate representation of the cash expected from customers. Contra asset accounts are important because they are essential to keeping precise and transparent financial records. Contra asset accounts provide a more nuanced view than conventional asset accounts, which solely show the gross value of assets. Sales and Sales Returns and AllowancesBusinesses also deal with sales returns and allowances, which are recorded in a contra revenue account. This account offsets the gross revenue to reflect that not all sales result in final transactions.
These discounts reduce the total amount of cash a company ultimately collects from its sales. Sales Returns and Allowances is a contra-revenue account with a debit balance, directly reducing a company’s gross Sales Revenue. This account records the value of merchandise returned by customers or price reductions granted for defective goods. It allows companies to report net sales, which is a more accurate measure of actual revenue generated from customer transactions. Accumulated depreciation is the most prevalent type of contra-asset account.
- Its restriction states that contra asset accounts are strictly a credit balance since putting debit balance in a contra asset account will breach the cost principle.
- These accounts ensure that the values on the balance sheet reflect the actual net worth of assets.
- A contra account is an entry on the general ledger with a balance contrary to the normal balance for that categorization (i.e. asset, liability, or equity).
- Fixed assets like plants & equipment are depreciated every year, and this balance is transferred to the accumulated depreciation account.
- The most prominent of these include allowing companies to present a more accurate picture of their assets.
Examples of Contra Asset Accounts
Contra asset accounts play a pivotal role in the realm of financial reporting, serving as the yin to the yang of asset accounts. They are not standalone figures but rather reflect the adjustments to asset accounts, ensuring that the value of assets is reported at a net, realistic figure. This is crucial because it provides a more accurate depiction of an entity’s financial health.
The allowance for doubtful accounts is used to estimate the portion of accounts receivable that may not be collectible. Below are some real-world examples of how contra-asset accounts work in different industries. The above pie chart illustrates a company’s total sales revenue with a deduction for sales returns and allowances. This article will give you the definition of contra in accounting, talk about different contra accounts, and give examples. Accumulated depreciation is crucial as this will completely disclose an asset’s original value and how much it had lost over a specific period of time. It is the general accumulated depreciation that an asset went through, putting into account the term.
According to the Financial Accounting Standards Board (FASB), businesses must present a true financial picture. Contra accounts are found across different financial statement categories, each serving a distinct purpose in refining reported values. Learn what contra-assets are in accounting and how what is a contra asset they provide a clearer, more accurate view of an asset’s true value. The net amount – i.e. the difference between the account balance post-adjustment of the contra account balance – represents the book value shown on the balance sheet. A contra account carries a balance that is opposite to the normal balance of its related main account.
- Overall, contra accounts are offsetting balances that are the opposite of specific accounts.
- This account allows companies to report their assets at original cost while simultaneously showing their current book value, which is the original cost minus accumulated depreciation.
- In this example, the accounts receivable is 10,000, and the allowance for doubtful debt contra account is 1,000, leaving a balance of 9,000.
- They scrutinize the assumptions and calculations behind depreciation and allowance for doubtful accounts to ensure they’re reasonable and compliant with accounting principles.
- If revenue or assets appear higher than they actually are, businesses may make poor financial choices.
To guarantee that the financial accounts show an accurate net asset value, a portion of the asset’s worth is subtracted annually to account for wear and tear. The company estimates that it will not be able to collect 1,000 from its customers. The allowance for doubtful accounts is a contra asset account that is used to offset Accounts Receivable on the balance sheet. At Invoiced, we provide a suite of solutions that work together to make managing your invoicing, accounts receivable, and accounts payable seamless and easy. To convert your invoice management efforts to an electronic format that can easily share data with other financial systems, businesses can leverage Invoiced’s E-invoice Network. The allowance for doubtful accounts is a contra asset because it reduces the value of the accounts receivable (AR) account on the general ledger.
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”/>
For example, a delivery truck purchased for $50,000 loses value over its operational years. A portion of its cost is recognized as depreciation expense annually, increasing the accumulated depreciation account. Contra accounts play a role in presenting a transparent and accurate view of a company’s financial health.
Over time, the accumulated depreciation on these vehicles grows, reducing their book value. If the company decides to sell, the lower net book value of the vehicles due to the contra asset account will be a factor in determining the company’s overall valuation. Potential buyers will consider the age and condition of the fleet, as well as the need for replacement or maintenance, which are all reflected in the accumulated depreciation account. ACCUMULATED DEPRECIATION– This type of contra asset account is commonly used to keep track of properties, plants, and equipment’s value. One premise of accounting is that an asset’s value must be recorded, starting from when it was initially purchased up to the current time.
Rather than simply reducing an asset’s original cost, a contra account shows the accumulated reduction separately. This approach allows stakeholders to see both the initial acquisition cost and the cumulative adjustments made over time. A contra-asset account in accounting serves to reduce the balance of a related asset account. These specialized accounts present a more accurate and transparent view of a company’s financial position.
They scrutinize the assumptions and calculations behind depreciation and allowance for doubtful accounts to ensure they’re reasonable and compliant with accounting principles. From a financial analyst’s point of view, contra asset accounts provide insights into a company’s investment in assets and how effectively those assets are being utilized. Analysts look for trends in these accounts to forecast future capital expenditures and to gauge the efficiency of asset use. From the perspective of a business owner, accumulated depreciation is a measure of the value that has been consumed and can be an indicator of when it might be time to invest in new assets.
Managing contra-liability accounts helps you keep your financial records accurate. If you don’t track these adjustments, your liabilities may look higher than they actually are. When you issue bonds at a discount, you receive less money than the bond’s face value. Over time, the discount on bond payable balance is reclassified into bond interest expense. The issuer received less cash than the face amount of the bond, so the discount increases interest expense.
Contra Equity Account – A contra equity account has a debit balance and decreases a standard equity account. Accumulated depreciation is a critical concept in accounting, representing the total amount of depreciation expense that has been recorded against a fixed asset since it was put into use. It is a contra asset account, meaning it has a credit balance and is used to offset the value of the asset it relates to on the balance sheet. Over time, as an asset is used, it loses value due to wear and tear, obsolescence, or age. This loss of value is captured through depreciation expense, which is a systematic allocation of the cost of the asset over its useful life. A contra account is a financial account that offsets the balance of a related account.