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Accounts receivable turnover and days’ sales in receivables For two recent years, Robinhood Company reported the following: 20Y9 20Y8 Sales $7,906,000 $6,726,000 Accounts receivable: Beginning of year 600,000 540,000 End of year 580,000 600,000 a. Determine the accounts receivable turnover for 20Y9 and 20Y8. Round answers to one decimal place. 20Y8: 20Y9: b. Determine the days’ sales in receivables for 20Y9 and 20Y8. Use 365 days and round all calculations to one decimal place. 20Y8: days 20Y9: days c. Are the changes in the accounts receivable turnover and days’ sales in receivables from 20Y8 to 20Y9 favorable or unfavorable?

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6 votes

Final answer:

To determine the accounts receivable turnover, divide net credit sales by the average accounts receivable. For 20Y9, the turnover is 13.4 times, and for 20Y8 it is 11.9 times. To calculate days' sales in receivables, divide 365 by the turnover. For 20Y9, it is 27.2 days, and for 20Y8 it is 30.7 days. The changes in turnover and days' sales in receivables can be interpreted as favorable or unfavorable based on the context.

Step-by-step explanation:

To determine the accounts receivable turnover, we divide net credit sales by the average accounts receivable. Net credit sales can be calculated by subtracting the beginning accounts receivable from the end accounts receivable and adding back any cash collections. For 20Y9, the net credit sales would be:

($7,906,000 - $600,000 + $580,000)

= $7,886,000.

The average accounts receivable can be calculated by adding the beginning and ending accounts receivable and dividing by 2. For 20Y9, the average accounts receivable would be ($600,000 + $580,000) / 2 = $590,000. Now, we can calculate the accounts receivable turnover for 20Y9 by dividing net credit sales by the average accounts receivable: $7,886,000 / $590,000 = 13.4 times.

Similarly, for 20Y8, the net credit sales would be :

($6,726,000 - $540,000 + $600,000)

= $6,786,000.

The average accounts receivable would be ($540,000 + $600,000) / 2 = $570,000.

The accounts receivable turnover for 20Y8 would be $6,786,000 / $570,000 = 11.9 times.

To determine the days' sales in receivables, we divide 365 days by the accounts receivable turnover. For 20Y9, the days' sales in receivables would be 365 / 13.4 = 27.2 days. For 20Y8, the days' sales in receivables would be :

365 / 11.9 = 30.7 days.

The changes in the accounts receivable turnover and days' sales in receivables from 20Y8 to 20Y9 can be interpreted as favorable or unfavorable based on the context. A higher accounts receivable turnover generally indicates more efficient collection of accounts receivable, which could be seen as favorable. Similarly, a lower days' sales in receivables indicates a faster collection of accounts receivable, which is also favorable.

User Kyle Anderson
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7 votes

Answer:

The workings are done below;

Step-by-step explanation:

20Y8 20Y9

a.Accounts Receivable Turnover *11.8 **13.4

(Net Sales/Average Receivables)

*(6,726,000/((600,000+540,000)/2)

**(7,906,000/((580,000+600,000)/2)

b. Days' sales in receivables ***30.9 ****27

(Average Receivables/Net Sales)*365

***(((600,000+540,000)/2)/6,726,000)*365

****(((580,000+600,000)/2)/7,906,000)*365

c. The 20Y9 accounts receivable turnover ratio and days' sales in receivables are better as compared to 20Y8 because it takes 27days in 20Y9 as compared to 30 days in 20Y8.Both ratios of 20Y9 are lower than 20Y8

User SachinVsSachin
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