Accounting: What the Numbers Mean
Accounting: What the Numbers Mean
11th Edition
ISBN: 9781259535314
Author: David Marshall, Wayne William McManus, Daniel Viele
Publisher: McGraw-Hill Education
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Chapter 3, Problem 3.9E

Exercise 3.9

LO 2

Compare investment alternatives You have two investment opportunities. One will have an 8% rate of return on an investment of $10,000; the other will have a 10% rate of return on principal of $14,000. You would like to take advantage of the higher-yielding investment but have only $10,000 available.

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What is the maximum rate of interest that you would pay to borrow the $4,000 needed to take advantage of the higher yield?

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QUESTION 7 If you have $100K, and want to invest in assets A, B and C. Asset A has historical AVG return of 15%, asset B 20%, and asset C 10%, in what proportions of $100K would you allocate into assets A, B and C?      i.e. Which scenario is most rational?     A > B > C     A > C > B     B > A > C     C >A > B
Exercise 3-11 (Algo) Compare investment alternatives LO 3-2 Your friend has two investment opportunities that she is considering and has asked for your advice regarding how she should proceed. One will have an 10.0% rate of return on an investment of $540; the other will have a 14.0% rate of return on an investment of $760. She would like to take advantage of the higher-yielding investment but has only $540 available. Required: What is the maximum rate of interest that your friend should be willing to pay to borrow the $220 needed to take advantage of the higher yield? Note: Do not round intermediate calculations. Round your answer to 2 decimal places. Maximum rate of interest % 4 27
Exercise 1: Optimal Safe Investment Anna has access to a perfect capital market with interest rate r = 0.15 (i.e. 15%) per period. She also has the opportunity to purchase a private asset for price P. If she purchases the asset, she will be able to invest any amount z > 0 in this private asset. If Anna invests z > 0 now, the asset will return R(z) = 80.5 · vz next period. What is the largest amount P that Anna would be willing to pay for the private asset? [Hint: What is the net present value, N PV (z), of the private investment opportunity? What is the optimal investment z* that maximizes NPV(z).]
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