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KiRa [710]
3 years ago
8

Columbus Manufacturing's stock currently sells for $ 23.57 a share. The stock just paid a dividend of $2 a share (i.e.,D0=2). Th

e dividend is expected to grow at a constant rate of 6 % a year. What is the required rate of return on the company's stock? Express your answer in percentage, and round it to two decimal places, i.e., 13.54, for example for 0.1354)
Business
1 answer:
Rina8888 [55]3 years ago
6 0

Answer:

Required rate of return is 14.99%

Explanation:

Given:

Price of stock (Po)= $23.57

Dividend (Do) = $2

Growth rate (g)= 6% or 0.06

Using dividend growth model to calculate required rate of return:

r=\frac{d_{0}\left ( 1+g \right )}{P_{o}}+g

Substituting values in above formula, we get:

r = r=\frac{2\left ( 1.06 \right )}{23.57}+0.06

 = 0.1499 or 14.99%

Therefore, required return of company's stock is 14.99%

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Qwik Service has over 200 auto-maintenance service outlets nationwide. It provides primarily two lines of service: oil changes a
Ann [662]

Answer:

A. The answer is:

Oil-related revenue = 0.75 x 40,000,000 = $30,000,000;

Repair-related revenue = 0.25 x 40,000,000 = $10,000,000

B. The answer is:

Oil-related revenue = 0.75 x 350,000 = $262,500;

Repair-related revenue = 0.25 x 350,000 = $87,500.

Explanation:

A.

Denote X is the total revenue Qwik Service has to earn.

We have:

Oil charge-related revenue: 0.75X; Oil charge-related margin 0.2 x 0.75X = 0.15X

Brake repair-related revenue: 0.25X; Brake repair-related margin: 0.25X x 0.6 = 0.15X.

=> Total contribution margin = 0.15X + 0.15X = 0.3X

To meet break-even, the total contribution margin should be equal to fixed cost or: 0.3X = 12,000,000 <=> X = $40,000,000

=> Oil-related revenue = 0.75 x 40,000,000 = $30,000,000;

    Repair-related revenue = 0.25 x 40,000,000 = $10,000,000.

B.

The note Y is the total revenue per one outlet.

At one outlet, revenue and margin will be:

Oil charge-related revenue: 0.75X; Oil charge-related margin 0.2 x 0.75X = 0.15X

Brake repair-related revenue: 0.25X; Brake repair-related margin: 0.25X x 0.6 = 0.15X.

=> Total contribution margin = 0.15X + 0.15X = 0.3X

To meet net income target of $45,000, the total contribution margin should be equal to fixed cost of $60,000 and delivering $45,000 net income or: 0.3X = 45,000 + 60,000 <=> X = $350,000.

=> Oil-related revenue = 0.75 x 350,000 = $262,500;

    Repair-related revenue = 0.25 x 350,000 = $87,500.

6 0
3 years ago
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