Current Ratio: Current Assets vs: Current Liabilities: The Current Ratio s Role

The current ratio is 2.75 which means the company’s currents assets are 2.75 times more than its current liabilities. A manufacturing company with a current ratio of 0.8 faced challenges in meeting its short-term liabilities. However, after restructuring its inventory processes and improving its accounts receivables collection, it raised its ratio to 1.2 within a year. From a management viewpoint, maintaining an optimal current ratio is crucial for operational efficiency. It is not just about having enough to cover liabilities, but also about managing assets effectively to ensure they are not sitting idle or tied up in slow-moving inventory.

This analysis helps determine whether the business can cover its short-term obligations with assets that are expected to be converted into cash within a year, such as cash, accounts receivable, and inventory. A ratio of 1.0 or higher is generally considered acceptable, but the ideal ratio varies by industry. Analysts use this metric to assess financial stability, manage risk, and compare liquidity across companies or periods. The current ratio is a financial metric used to determine a business’s ability to pay off its short-term liabilities with its short-term assets.

Keep an eye on trends over time and be proactive in managing your current assets and liabilities to improve your ratio. For example, retail businesses often experience higher sales and cash flow during the holiday season, leading to an increase in current assets. Conversely, other seasons may see lower sales and increased inventory, affecting liquidity. Most companies with a current ratio ranging from 1.5 to 3 and are considered to be financially healthy. Those that have a ratio below 1 may have trouble paying off their short term debts. From an accountant’s perspective, the current ratio reflects the efficiency of a company’s operating cycle or its ability to turn its product into cash.

  • While what constitutes an “ideal” current ratio can vary depending on factors like industry norms and business circumstances, generally, a ratio between 1.5 and 2.0 is considered healthy for most businesses.
  • The following is a recap of the vital points you need to know about the current ratio.
  • Current liabilities are what your business needs to settle within the next twelve months.

Long-term considerations for financial health

Among these, the current ratio and the Quick Ratio are two of the most commonly used metrics. While they are similar in their intent to assess liquidity, they differ in terms of the types of assets they consider. The Current Ratio includes all current assets, offering a broader view of a company’s short-term financial strength. In contrast, the Quick Ratio, sometimes called the ‘acid-test ratio’, is more stringent; it excludes inventory and other less liquid current assets, focusing on the most liquid assets only. It provides valuable insights but should be used in conjunction with other financial metrics and qualitative factors for a comprehensive analysis. Understanding the nuances behind the numbers is crucial for making informed decisions based on the current ratio.

Current ratio analysis

Conversely, a lower ratio may signal potential liquidity issues, which could lead to difficulties in meeting financial commitments. You can calculate the current ratio by dividing a company’s total current assets by its total current liabilities. Again, current assets are resources that can quickly be converted into cash within a year or less, including cash, accounts receivable and inventories.

What is the current ratio? Why businesses need to know this metric

This makes it an important liquidity measure because it looks at a company’s ability to meet near-term obligations without resorting to selling long-term assets or taking on debt. The current ratio, a liquidity metric, is widely used to gauge a company’s ability to meet its short-term obligations with its short-term assets. While it provides a snapshot of financial health, it is not without its limitations. Understanding current assets and their management is fundamental for stakeholders to assess a company’s liquidity, operational efficiency, and overall financial health. By maintaining a healthy balance of current assets, a company ensures it has the flexibility to navigate the ebb and flow of business cycles. A company with a high current ratio might still face liquidity issues if its cash inflows are not well-timed to meet its short-term obligations.

Understanding the Formula of Current Ratio

This ratio indicates that Apple has $1.36 in current assets for every $1 of current liabilities, reflecting a solid liquidity position. Creditors and lenders often use the current ratio to evaluate the creditworthiness of a business. A higher ratio generally suggests a lower risk of default, making the company a more attractive borrower. Conversely, a low current ratio may raise red flags about the company’s ability to meet its short-term obligations.

Current ratio vs. quick ratio (and other liquidity ratios)

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

This includes obligations such as accounts payable, short-term debt, dividends, and taxes owed. The current ratio is one of many liquidity ratios that you can use to measure a company’s ability to meet its short-term debt obligations as they come due. The current ratio compares a company’s current assets to its current liabilities. Both of these are easily found on the company’s balance sheet, and it makes the current ratio one of the simplest liquidity ratios to calculate.

Analysts need to look at trends over multiple periods to get a more accurate picture. The limitations of the current ratio – which must be understood to properly use the financial metric – are as follows. A high current ratio may suggest that the company is in good financial shape, while a low current ratio may indicate that the company is having difficulty meeting its short-term obligations. The current ratio is expressed in numeric format rather than decimal because it provides a more meaningful comparison when using this it to compare different companies in the same industry. The current ratio is also a good indicator for investors on whether or not it is wise to invest in a given current assets ÷ current liabilities = company. One of the challenges in interpreting any of the liquidity ratios is that it is possible to have too much liquidity.

  • A ratio greater than 1 means that the company has sufficient current assets to pay off short-term liabilities.
  • Current assets refer to cash and other resources that can be converted into cash in the short-term (within 1 year or the company’s normal operating cycle, whichever is longer).
  • In this case, a low current ratio reflects Walmart’s strong competitive position.
  • Inventory, for example, can be difficult to liquidate quickly and at full value.
  • Creditors often seek companies with a high current ratio, as it indicates liquidity and the ability to meet financial obligations.

When calculating the current ratio of a company, you will get a numeric value that could be too high or low depending on the available current assets as well as current liabilities of a firm. Low current ratio values, even below 1.00, do not necessarily signal a financial crisis for the firm. The ability to repay short-term obligations is determined not just by the firm’s current assets, but also by its cash flows. For example, assume current assets are $150,000 and current liabilities are $100,000. So, for every dollar in current liabilities, the company has $1.50 in current assets.

Interpreting the current ratio values is a critical exercise for stakeholders to assess a company’s short-term financial health. A higher current ratio indicates a greater level of liquidity, suggesting that the company is in a good position to pay off its debts as they come due. However, this is not always a straightforward indicator of financial stability. Current ratio analysis involves evaluating a company’s liquidity by comparing its current assets to its current liabilities.

In the labyrinth of corporate strategy, risk management emerges as the compass guiding enterprises… Current liabilities are what your business needs to settle within the next twelve months. Accounts receivable may include the value of accounts that have little chance of being collected because of age or a variety of other factors. With that said, the required inputs can be calculated using the following formulas.


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