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For the Period Ending
Year 2 Year 1
Net sales $5,660,300 $4,978,900
Accounts receivable 592,700 486,200
Assume that accounts receivable (in millions) were $576,700 at the beginning of Year 1.
a. Compute the accounts receivable turnover for Year 2 and Year 1. Round to one decimal place.
b. Compute the days’ sales in receivables for Year 2 and Year 1. Round to one decimal place.
c. What conclusions can be drawn from these analyses regarding Ralph Lauren’s efficiency in collecting receivables?
Answer:
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a. and b.
Net sales……………………………
Year 2 Year 1
$5,660,300 $4,978,900
Accounts receivable………………
Average accts. receivable………
Accts. receivable turnover………
$592,700
$539,450
[($592,700 + $486,200) ÷ 2]
10.5
$486,200
$531,450
[($486,200 + $576,700) ÷ 2]
9.4
($5,660,300 ÷ $539,450) ($4,978,900 ÷ $531,450)
Average daily sales………………
Days’ sales in receivables………
$15,507.7
($5,660,300 ÷ 365 days)
34.8
$13,640.8
($4,978,900 ÷ 365 days)
39.0
($539,450 ÷ $15,507.7) ($531,450 ÷ $13,640.8)
c. The accounts receivable turnover indicates an increase in the efficiency of collecting accounts receivable by increasing from 9.4 to 10.5, a favorable trend. The days’ sales in receivables also indicates an increase in the efficiency of collecting accounts receivable by decreasing from 39.0 to 34.8, which is a favorable trend. However, before reaching a final conclusion, the ratios should be compared with industry averages and similar firms.
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