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Internet Working Capital Nwc Formula + Calculator

In order that can assist you advance your profession, CFI has compiled many resources to assist you along the path. This account contains the amortized amount of any bonds the corporate has issued. Enter your name and e mail https://accounting-services.net/ within the kind below and download the free template now!

Present Ratio Method Vs Fast Ratio Formula

current assets ÷ current liabilities =' 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'/></p>
<p>A high turnover ratio indicates that an organization is successfully utilizing its current belongings to generate sales, whereas a low ratio could recommend that the corporate just isn’t using its belongings optimally. One way to assess the effectiveness of managing present belongings is through the current property turnover ratio. This ratio measures how effectively a company is using its present assets to generate revenue.</p>
<ul>
<li>Furthermore, this liquidity empowers firms to capitalise on surprising opportunities requiring instant money funding, such as favourable market conditions or strategic acquisitions.</li>
<li>By pairing this measure with other liquidity metrics and development analyses, finance groups can guarantee a complete view of short-term stability.</li>
<li>A very high current ratio might imply that a company has substantial property to cowl its liabilities.</li>
<li>It is derived by dividing whole current assets with the company’s present liabilities.</li>
</ul>
<h2>Low Return On Investment</h2>
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current assets ÷ current liabilities =' 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'/></p>
<p>Generally, a Current Ratio of 1.5 to 2.zero is taken into account healthy as a result of it shows a company has sufficient short-term assets to cover its payments. However, this benchmark may differ primarily based on business norms, economic circumstances, and company-specific components <a href='https://accounting-services.net/current-liabilities/current assets ÷ current liabilities =. When an organization receives an invoice from a vendor, it enters a debit to the related expense account and a credit to the accounts payable account. When the invoice is paid, a second entry is made to debit accounts payable and credit the cash account– a reduction of cash. Accrued bills are amounts owed for a good or service that has not but been paid. But in contrast to accounts payable, the company has also not yet received an invoice for the quantity.

Credibility With Collectors And Investors

Nevertheless, there are a number of “buckets” and line items which might be nearly always included in widespread stability sheets. We briefly undergo commonly discovered line items under Present Belongings, Long-Term Belongings, Present Liabilities, Long-term Liabilities, and Equity. On the best side, the balance sheet outlines the company’s liabilities and shareholders’ fairness.

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