Adieu Company reported the following current assets and current liabilities for two recent years:

Line Item Description Dec. 31, 20Y4 Dec. 31, 20Y3
Cash $1,140 $1,260
Temporary investments 1,100 1,400
Accounts receivable 800 940
Inventory 2,200 2,600
Accounts payable 1,900 2,400
a. Compute the quick ratio on December 31 for each year. Round your answers to one decimal place.

Line Item Description 20Y4 20Y3
Quick Ratio fill in the blank 1
fill in the blank 2
b. Is the quick ratio improving or declining?

1 answer

The quick ratio is a measure of a company's short-term liquidity position and is calculated using the following formula:

\[ \text{Quick Ratio} = \frac{\text{Current Assets} - \text{Inventory}}{\text{Current Liabilities}} \]

In this case, we need to consider cash, temporary investments, and accounts receivable as the quick assets. We will exclude inventory from current assets for this calculation.

Let's compute the quick ratio for each year:

For December 31, 20Y4:

  • Current Assets:

    • Cash: $1,140
    • Temporary investments: $1,100
    • Accounts receivable: $800
  • Total Quick Assets: \[ \text{Total Quick Assets} = 1,140 + 1,100 + 800 = 3,040 \]

  • Current Liabilities:

    • Accounts payable: $1,900
  • Quick Ratio Calculation: \[ \text{Quick Ratio for 20Y4} = \frac{3,040}{1,900} \approx 1.6 \]

For December 31, 20Y3:

  • Current Assets:

    • Cash: $1,260
    • Temporary investments: $1,400
    • Accounts receivable: $940
  • Total Quick Assets: \[ \text{Total Quick Assets} = 1,260 + 1,400 + 940 = 3,600 \]

  • Current Liabilities:

    • Accounts payable: $2,400
  • Quick Ratio Calculation: \[ \text{Quick Ratio for 20Y3} = \frac{3,600}{2,400} = 1.5 \]

Results:

  • Quick Ratio for 20Y4: 1.6
  • Quick Ratio for 20Y3: 1.5

b. Is the quick ratio improving or declining?

The quick ratio increased from 1.5 in 20Y3 to 1.6 in 20Y4. Therefore, the quick ratio is improving.

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