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It takes Cookie Cutter Modular Homes, Inc., about six days to receive and deposi

ID: 2768809 • Letter: I

Question

It takes Cookie Cutter Modular Homes, Inc., about six days to receive and deposit checks from customers. Cookie Cutter’s management is considering a lockbox system to reduce the firm’s collection times. It is expected that the lockbox system will reduce receipt and deposit times to three days total. Average daily collections are $132,000, and the required rate of return is 4 percent per year. Assume 365 days per year. a. What is the reduction in outstanding cash balances as a result of implementing the lockbox system? Cash balance reduction $ b. What is the daily dollar return that could be earned on these savings? (Round your answer to 2 decimal places. (e.g., 32.16)) Dollar return $ c-1 What is the maximum monthly charge Cookie Cutter should pay for this lockbox system if the payment is due at the end of the month? (Round your answer to 2 decimal places. (e.g., 32.16)) Maximum monthly charge $ c-2 What is the maximum monthly charge Cookie Cutter should pay for this lockbox system if the payment is due at the beginning of the month?

Explanation / Answer

a.

Calculate the reduction in outstanding cash balances as a result of implementing the lockbox system? Cash balance reduction $:

Reduction in outstanding cash balance is (3 days × $132,000) = $396,000

Therefore, reduction in outstanding cash balances is $396,000 because of implementing the lockbox system.

Cash balance is $396,000.

b.

Calculate the daily dollar return that could be earned on these savings:

The average daily rate = (1+r) ^ (1/365)-1

= (1.04) ^ (1/365)-1

= 0.0001074598

Savings = $396,000 × 0.0001074598

= $42.55

Therefore, earned on these savings is $42.55

c-1.

Calculate the maximum monthly charge Cookie Cutter should pay for this lockbox system if the payment is due at the end of the month:

Convert the annual rate to monthly rate = (1+r) ^ (1/12)-1

= (1.04) ^ (1/12)-1

= 0.003274

PV = c/r

$396,000 = c / 0.003274

$396,000 * 0.003274 = c

C = $1,296.504 or rounded to $1,297

c-2:

Calculate the maximum monthly charge Cookie Cutter should pay for this lockbox system and if the payment is due at the beginning of the month:

C = (PV *r) /(1+r)

C = ($396,000 * 0.003274) / 1.003274

C = $1,292.2731

(or) rounded to $1,292.27

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