Current Ratio Formula, Calculator and Example

However, special circumstances can affect the meaningfulness of the current ratio. For example, a financially healthy company could have an expensive one-time project that requires outlays of cash, say for emergency building improvements. Because buildings aren’t considered current assets, and the project ate through cash reserves, the current ratio could fall below 1.00 until more cash is earned. When inventory and prepaid assets are removed from current assets before they are divided by current liabilities, Walmart’s quick ratio drops even lower than its current ratio. Since Walmart’s inventory is significant, it would make more sense to compare Walmart to other major retailers using the quick ratio rather than the current ratio. The current ratio of 1.0x is right on the cusp of an acceptable value, since if the ratio dips below 1.0x, that means the company’s current assets cannot cover its current liabilities.

current assets ÷ current liabilities =' 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'/></p>
<h2>Potential for Manipulation</h2>
<p>Conversely, a low level of current assets may signal potential liquidity issues, which could lead to solvency problems if not addressed. Understanding the current ratio values is pivotal in assessing a company’s short-term financial health. This ratio, which is a liquidity metric, compares a company’s current assets to its current liabilities, providing insights into its ability to meet short-term obligations. A higher current ratio indicates a greater level of liquidity, suggesting that the company is well-positioned to cover its upcoming liabilities with its available assets.</p>
<ul>
<li>The current ratio is 2.75 which means the company’s currents assets are 2.75 times more than its current liabilities.</li>
<li>On December 31, 2016, the balance sheet of Marshal company shows the total current assets of $1,100,000 and the total current liabilities of $400,000.</li>
<li>This suggests the business is in a good position to cover its short-term financial obligations.</li>
<li>Companies that manage their inventory well and collect receivables promptly tend to have higher current ratios.</li>
</ul>
<h2>What is the current ratio? Why businesses need to know this metric</h2>
<p>These are crucial for funding day-to-day operations and for meeting any short-term financial obligations. Sammy has a store selling novelty toys and needs a business loan to move to a larger property so that he can stock more items. The bank need to see the last three year’s balance sheets so they can analyze the current and long-term assets and liabilities. Two of the current assets, inventory and accounts receivable, may be artificially high in some cases. Inventory may include the value of products that have little chance of being sold.</p>
<p>However, it’s not just about having a high ratio; the type of current assets and the nature of current liabilities also play a significant role in assessing the true liquidity of a business. You can find these numbers on a company’s balance sheet under total current assets and total current liabilities. Some finance sites also give you the ratio in a list with other common financials, such as valuation, profitability and capitalization. Improving your company’s current ratio is a critical step towards ensuring financial stability and operational efficiency. This ratio, which compares a company’s current assets to its current liabilities, is a key indicator of its short-term liquidity. A higher current ratio suggests that a company is more capable of paying off its obligations, which can be particularly reassuring to investors and creditors.</p>
<h2>Interpretation of the Current Ratio</h2>
<p>By understanding its components, calculation, and interpretation, financial analysts, investors, and managers can make informed decisions about a company’s financial health. While the current ratio has its limitations, it remains a critical tool in financial analysis when used in conjunction with other metrics and qualitative assessments. A more conservative measure of liquidity is the quick ratio — also known as the acid-test ratio — which compares cash and cash equivalents only, to current liabilities. The current ratio shows a company’s ability to meet its short-term obligations. An asset is considered current if it can be converted into cash within a year or less, while current liabilities are obligations expected to be paid within one year. When evaluating the financial health of a company, analysts often turn to liquidity ratios, which measure a company’s ability to cover its short-term obligations with its current assets.</p>
<h2>What if current ratio is too high?</h2>
<p>Short term obligations (also known as current liabilities) are the liabilities payable within a short period of time, usually one year. The company has just enough current assets to pay off its liabilities on its balance sheet. Here, the company could withstand a liquidity shortfall if providers of debt financing see the core operations are intact and still capable of generating consistent cash flows at high margins.</p>
<h2>Opportunity cost and liquidity ratios</h2>
<p>If the current ratio computation results in an amount greater than 1, it means that the company has adequate current assets to settle its current liabilities. In the above example, XYZ Company has current assets 2.32 times larger than current liabilities. In other words, for every $1 of current liability, the company has $2.32 of current assets available to pay for it. These examples highlight how the current ratio serves as a versatile tool for different stakeholders to gauge a company’s short-term financial health and operational efficiency. It’s clear that while a higher current ratio can be reassuring, it’s the balance and context that truly inform the financial narrative of a company. A major retail chain reported a current ratio of 1.5, which is considered healthy for the industry.</p>
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