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finlep [7]
3 years ago
14

Porter Inc's stock has an expected return of 12.50%, a beta of 1.25, and is in equilibrium. If the risk-free rate is 2.00%, what

is the market risk premium? Do not round your intermediate calculations.
a. 6.80%
b. 7.98%
c. 8.40%
d. 10.50%
e. 8.48%
Business
1 answer:
Jlenok [28]3 years ago
8 0

Answer:

c. 8.40%

Explanation:

Use CAPM formula to solve this question;

CAPM r = risk free + beta(Market risk premium)

expected return ;r = 12.50% or 0.125 as a decimal

0.125 = 0.02 + 1.25 (MRP)

subtract 0.02 from both sides;

0.125 - 0.02 = 1.25MRP

0.105 = 1.25MRP

Divide both sides by 1.25 to solve for MRP

0.105/1.25 = MRP

0.084 = MRP

Market risk premium (MRP) is therefore 8.40%

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Solution :

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Let

A = Year (n)

B = Initial outlay

C = Five-year MACRS depreciation percentage

D = Depreciation with MACRS Method (D)

E = Savings in earnings before depreciation

F = Taxable Income (earnings before depreciation - depreciation

G = Income taxes (Taxable Income *40%)

H = \text{After-Tax Net} cash flow \text{(Taxable income - taxes + depreciation)}

I = PV of \text{Net cash flow} at the rate 12\%= NCF/ (1+WACC\%)^n

A          B          C          D             E            F             G             H              I

0      82,500                                                                        -82,500    -82,500

1                       20%   16500     27000   10500    4200     22800      20357.14

2                      32%   26400    27000    600         240      26760      21332.91

3                       19%   15675      27000  11325      4530      22470      15993.70

4                       12%   9900       27000  17100     6840      20160       12812.04

5                       11%    9075       27000  17925     7170      19830        11252.07

6                        6%   4950       27000   22050   8820     18180        9210.55

7                        0%    0             27000   27000   10800   16200       7328.06

8                        0%    0             27000   27000   10800   16200      6542.91

NPV                                                                                                    $22,329.39

As the NPV, the project is positive ($22,329.39) and so the company should replace the 8 year old riveting machine with the new one.

4 0
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Answer:

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Explanation:

The increase in the interest rate will decrease the price of the T-Bill if you want to sell it to another investor, but what you will earn with the security will not change at all. Your earnings in dollars = interest rate paid by the T-Bill or any other type of bond.

If you buy and sell securities for a living, then a change in the interest rates can make you win or lose money, since the price of the securities will increase or decrease. If interest rates increase, the price decreases. But if you invest on a security to earn the coupon or interest rate that it pays, a change in the price will not affect you because you already own it. The opportunity cost of holding the security might change, but the accounting revenues will not.  

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Answer:

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Olin [163]

Answer:

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