Assume all sales are one-time credit sales with a probability of collection of 96 percent. The variable cost per unit is $1.67, the sales price per unit is $4.99, and the monthly interest rate is 1.4 percent. What is the NPV of a credit sale of one extra unit?
A) $3.073
B) $3.026
C) $2.981
D) $2.936
E) $2.892
Expected revenue = 4.99 * 96%
Expected revenue = $4.7904
Expected profit = 4.7904 - 1.67 = $3.1204
NPV = Expected profit/(1 + r)
NPV = 3.1204/(1 + 0.014)
NPV = $3.0773175542
Option A is correct: $3.073
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Assume all sales are one-time credit sales with a probability of collection of 96 percent. The...
Assume all sales are one-time credit sales with a probability of collection of 96 percent. The variable cost per unit is $1.67, the sales price per unit is $4.99, and the monthly interest rate is 1+x percent. What is the NPV of a credit sale of one extra unit? Let x=1 A) $3.073 B) $3.026 C) $2.981 D) $2.936 E) $2.892
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