A firm is considering relaxing its credit standards which will result in annual sales increasing from $1.50 million to $2.02 million. Costs of goods sold represent 49 percent of sales and the average collection period is expected to increase from 32 to 56 days. If the firm requires a return of 10.9 percent, what the cost of investing in the extra accounts receivables from the planned relaxation of credit standards?
A | Current annual sales | $1,500,000 | ||
B=A*0.49 | Current cost of goods sold | $735,000 | ||
C | Collection period in days | 32 | ||
D=(B/365)*C | Investment in accounts receivable | $64,438 | ||
E | Increased annual sales | $2,020,000 | ||
F=E*0.49 | Increased cost of goods sold | $989,800 | ||
G | Increased collection period in days | 56 | ||
H=(F/365)*G | Investment in accounts receivable | $ 151,860 | ||
I=H-D | Increase in investment in accounts receivable | $ 87,421 | ||
Required vreturn=10.9%= | 0.109 | |||
J=I*0.109 | cost of investing in the extra accounts receivables | $ 9,528.93 | ||
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