Question

1. Tom's Pets pays an annual dividend that increases by 1.25 percent per year, commands a...

1. Tom's Pets pays an annual dividend that increases by 1.25 percent per year, commands a market rate of return of 14.5 percent, and sells for $18 a share. What is the expected amount of the next dividend.

A

$4.25

B

$2.39

C

$2.09

D

$4.85

E

$1.25

2. The City of Norfolk offers 8 percent coupon bonds with semiannual payments and a yield to maturity of 7 percent. The bonds mature in seven years. What is the market price per bond if the face value is $1000.

A

$1054.60

B

$737.63

C

$1278.15

D

$649.92

E

$838.32

3. Ten years ago, Material Management set aside $145,000 in case of a financial emergency. Today, that account has increased in value to $360,545. What rate of interest is the firm earning on this money?

A

17%

B

4.36%

C

6.34%

D

9.54%

E

11.23%

4. You are borrowing $18,750 to buy a new car after graduation. The terms of the loan call for monthly payments for five years at 6.85% interest. What is the amount of each payment?

A

$234.18

B

$369.94

C

$455.46

D

$256.36

E

can not answer, need more data

5. A project will produce cash inflows of $5,400 a year for 3 years with a final cash inflow of $2,400 in Year 4. The project's initial cost is $13,400. What is the net present value if the required rate of return is 14.2 percent?

A

$485.92

B

$325.32

C

$505.92

D

$623.25

E

$273.06

Homework Answers

Answer #1

Dear student, only one question is allowed at a time. I am answering the first question

1)

Price of a constant growth stock is given by

D1 / ( Re – G )

Where,

G = Growth rate = 1.25% or 0.0125

Re = Required rate of return = 14.5% or 0.145

D1 = Expected Dividend next year

= Current Dividend x ( 1 + Growth Rate)

= Current Dividend x ( 1.0125 )

Price of the stock = $18

So, putting these values in above equation we get,

$18 = Current Dividend x ( 1.0125 ) / ( 0.145 – 0.0125)

So, Current dividend = $18 x 0.1325 / 1.0125

= $2.36

So, Expected amount of next dividend

= Current Dividend x ( 1 + Growth Rate )

= $2.36 x 1.0125

= $2.39

So, as per above calculations, option B is the correct option

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