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In Problem 18, what long-term interest rate would represent a break-even point between using short-term financing as described in part a and long-term financing? (Hint: Divide the interest payments in 18a by the amount of total funds provided for the six months and multiply by 12.)

Short Answer

Expert verified

The monthly interest rate will be 1.014%, and 12.17% will be the annual interest rate.

Step by step solution

01

Interest payments

January

$8,500

February

$2,500

March

$3,500

April

$8,500

May

$9,500

June

$4,500

02

Calculation of break-even point

The break-even point will be 1.014% monthly rate and 12.17% annual rate.

Break-evenpoint=InterestPrinciple=$373.35$37,000=1.014%

AnnualInterestRate=Monthlyinterestrate×12=1.014%×12=12.17%

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Most popular questions from this chapter

Guardian Inc. is trying to develop an asset financing plan. The firm has \(400,000 in temporary current assets and \)300,000 in permanent current assets. Guardian also has $500,000 in fixed assets. Assume a tax rate of 40 percent.

a. Construct two alternative financing plans for Guardian. One of the plans should be conservative, with 75 percent of assets financed by long-term sources, and the other should be aggressive, with only 56.25 percent of assets financed by long-term sources. The current interest rate is 15 percent on long-term funds and 10 percent on short-term financing.

Barney’s Antique Shop has annual credit sales of \(1,620,000 and an accounts receivable balance of \)157,500. Calculate the average collection period (use 360 days in a year).

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c. If the firm likes to see its bills collected in 35 days, should it be satisfied with the average collection period?

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b. If Neon Light Company can earn 6 percent per annum on freed-up funds, how much will the income be?

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