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” width=”255px” alt=”current liability” />
When using financial information prepared by accountants, decision-makers rely on ethical accounting practices. For example, investors and creditors look to the current liabilities to assist in calculating a company’s annual burn rate. The burn rate is the metric defining the monthly and annual cash needs of a company. It is used to help calculate how long the company can maintain operations before becoming insolvent. The proper classification of liabilities as current assists decision-makers in determining the short-term and long-term cash needs of a company. Current liabilities may also be settled through their replacement with other liabilities, such as with short-term debt.
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There are many types of current liabilities, from accounts payable to dividends declared or payable. These debts typically become due within one year and are paid from company revenues. The current ratio is a measure of liquidity that compares all of a company’s current assets to its current liabilities. If the ratio of current assets over current liabilities is greater than 1.0, it indicates that the company has enough available to cover its short-term debts and obligations. Unearned revenue is money received or paid to a company for a product or service that has yet to be delivered or provided.
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The current ratio measures a company’s ability to pay its short-term financial debts or obligations. It shows investors and analysts whether a company has enough current assets on its balance sheet to satisfy or pay off its current debt and other payables. Examples of current liabilities include accounts payable, short-term debt, accrued expenses, taxes payable, unearned revenue, and dividends payable.
Current Liabilities FAQs
For all three ratios, a higher ratio denotes a larger amount of liquidity and therefore an enhanced ability for a business to meet its short-term obligations. Ideally, suppliers would like shorter terms so that they’re paid sooner rather than later—helping their cash flow. Suppliers will go so far as to offer companies discounts for paying on time or early.
- Terms of the loan require equal annual principal repayments of $10,000 for the next ten years.
- An invoice from the supplier (such as the one shown in Figure 12.2) detailing the purchase, credit terms, invoice date, and shipping arrangements will suffice for this contractual relationship.
- Other liabilities, such as federal and state corporate income taxes, are conditioned or based on the results of the enterprise’s operations.
- Current liabilities require the use of existing resources that are classified as current assets or require the creation of new current liabilities.
Assume that the customer prepaid the service on October 15, 2019, and all three treatments occur on the first day of the month of service. We also assume that $40 in revenue is allocated to each of the three treatments. An invoice from the supplier (such as the one shown in Figure 12.2) detailing the purchase, credit terms, invoice date, and shipping arrangements will suffice for this contractual relationship. In many cases, accounts payable agreements do not include interest payments, unlike notes payable.
A number higher than one is ideal for both the current and quick ratios, since it demonstrates that there are more current assets to pay current short-term debts. However, if the number is too high, it could mean the company is not leveraging its assets as well as it otherwise could be. In addition to the $18,000 portion of the note payable that will be paid in the current year, any accrued interest on both the current portion and the long-term portion of the note payable that is due will also be paid.
Current Liabilities From a Company Perspective
First, for the prepayment of future services and for the revenue earned in 2019, the journal entries are shown. Perhaps at this point a simple example might help clarify the treatment of unearned revenue. Assume that the previous landscaping company has a three-part plan to prepare lawns of new clients for next year. The company has a special rate of $120 if the client prepays the entire $120 before the November treatment. However, to simplify this example, we analyze the journal entries from one customer.
A note payable has written contractual terms that make it available to sell to another party. The principal on a note refers to the initial borrowed amount, not including interest. Most leases are considered long-term debt, but there are leases that are expected to be paid off within one year.
The portion of a note payable due bookkeeper360 review in the current period is recognized as current, while the remaining outstanding balance is a noncurrent note payable. For example, Figure 12.4 shows that $18,000 of a $100,000 note payable is scheduled to be paid within the current period (typically within one year). The remaining $82,000 is considered a long-term liability and will be paid over its remaining life. The customer’s advance payment for landscaping is recognized in the Unearned Service Revenue account, which is a liability.
Other categories include accrued expenses, short-term notes payable, current portion of long-term notes payable, and income tax payable. Banks, for example, want to know before extending credit whether a company is collecting—or getting paid—for its accounts receivables in a timely manner. On the other hand, on-time payment of the company’s payables is important as well.
A firm may receive cash in advance of performing some service or providing some goods. Since the firm is obligated to perform the service or provide the goods, this advance payment is a liability. For example, if the cost of an item is included in the ending inventory but a corresponding payable and/or purchase is not recorded, both the cost of goods sold and total liabilities will be understated. As noted, however, the current portion, if any, of these long-term liabilities is classified as current liabilities.
By allowing a company time to pay off an invoice, the company can generate revenue from the sale of the supplies and manage its cash needs more effectively. Although the current and quick ratios show how well a company converts its current assets to pay current liabilities, it’s critical to compare the ratios to companies within the same industry. The quick ratio is the same formula as the current ratio, except that it subtracts the value of total inventories beforehand. The quick career paths outside of accounting ratio is a more conservative measure for liquidity since it only includes the current assets that can quickly be converted to cash to pay off current liabilities. Current liability accounts can vary by industry or according to various government regulations. For example, a company might have 60-day terms for money owed to their supplier, which results in requiring their customers to pay within a 30-day term.