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Mashutka [201]
4 years ago
11

Phillips equipment has 75,000 bonds outstanding that are selling at par. bonds with similar characteristics are yielding 7.5 per

cent. the company also has 750,000 shares of 6 percent preferred stock and 2.5 million shares of common stock outstanding. the preferred stock sells for $64a share. the common stock has a beta of 1.21 and sells for $44 a share. the u.s. treasury bill is yielding 2.3 percent and the return on the market is 11.2 percent. the corporate tax rate is 34 percent. what is the firm's weighted average cost of capital
Business
1 answer:
Basile [38]4 years ago
7 0

Bonds = 75,000*1000 = 75 Million

Preferred stock = 750,000*64 = 48 Million

Common stock = 2.5 Million *44 =110 Million

Total capital = 75+48+110 = 233 Million

Weight of debt (Wd) = 75/233 = 0.3219

Weight of preferred stock (Wp)= 78/233 = 0.206

Weight of equity (We) 1-0.3219-0.206 = 0.4721

Cost of debt after tax (Rd)= 7.5%*(1-0.34) = 4.95%

Cost of preferred stock (Rp)=6/64 = 9.375%

Cost of equity(Re) = rf + beta*(rm-rf) = 2.3+1.21*(11.2-2.3) = 13.069%

WACC = Wd *Rd + Wp*Rp + We*Re

WACC = 0.3219*4.95 + 0.206*9.375 + 0.4721*13.069% = 9.69%

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mr_godi [17]

Answer:

The NPV for Project A is 3.291 and Project B is 3.56

Explanation:

In this question, we have to use the net present value formula which is shown below:

Net present value = Present value of all years cash flows  - Initial investment

where,

Present value of cash inflows is calculated by applying the discount rate which is presented below:

For this, we have to first compute the present value factor which is computed by a formula

= 1 ÷ (1 +rate) ∧ number of year

number of year = 0

number of year = 1

Number of year = 2

number of year = 3

So,

Rate = 5%

For year 1 = 0.9524 (1 ÷ 1.05) ∧ 1

For year 2 = 0.9070 (1 ÷ 1.05) ∧ 2

For year 3 = 0.8638 (1 ÷ 1.05) ∧ 3

Now, multiply this present value factor with yearly cash inflows

So

For Project A,

The present value of year 1 = $5 × 0.9524 = $4.762

The present value of year 2 = $9 × 0.9070 = $8.163

The present value of year 3 = $12 × 0.8638 = $10.366

and the sum of all year cash inflow is $23.291

So, the Net present value would be equal to

= $23.291 - $20 = 3.291

And,

For Project B

The present value of year 1 = $8 × 0.9524 = $7.619

The present value of year 2 = $7 × 0.9070 = $6.349

The present value of year 3 = $3 × 0.8638 = $2.592

and the sum of all year cash inflow is $16.560

So, the Net present value would be equal to

= $16.560 - $13 = 3.56

Hence, the NPV for Project A is 3.291 and Project B is 3.56

4 0
3 years ago
Lance has created three mock-ups for a product logo. he wants to send them to his company's executive team for feedback. the exe
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The most efficient way for Lance to distribute the logos<u> "through a site such as Dropbox".</u>


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Dropbox unites your documents, in one focal place. They're anything but difficult to discover and securely adjusted over the entirety of your gadgets—so you can get to them whenever, anyplace. No all the more squandering the day finding work.  

Dropbox is an innovative joint effort space intended to lessen busywork, unite your documents in a single focal place, and securely match up them over the entirety of your gadgets—so you can get to them whenever, anyplace.

5 0
4 years ago
you are planning to make monthly deposits of $140 into a retirement account that pays 13 percent interest compounded monthly. If
VashaNatasha [74]

Answer:

FV= $314,365.69

Explanation:

Giving the following information:

Monthly deposti= $140

Number of months= 25*12= 300

Interest rate= 0.13/12= 0.01083

<u>To calculate the future value of the investment, we need to use the following formula:</u>

<u></u>

FV= {A*[(1+i)^n-1]}/i

A= monthly deposit

FV= {140*[(1.01083^300) - 1]} / 0.01083

FV= $314,365.69

7 0
3 years ago
Woodman Products, Inc., has found that new products follow a learning curve. The first two units have been completed with the fo
ahrayia [7]

Answer:

(a) 72

(b) 57.6

(c) 46.08

Explanation:

Given that,

Units produced = 1

Marginal Labor Time = 112.50

Units produced = 2

Marginal Labor Time = 90.00

First, we need to calculate the learning rate.

Learning Rate:

= (Marginal labor time for producing 2 units ÷ Marginal labor time for producing 1 units) × 100

= (90 ÷ 112.50) × 100

= 80%

At production level of 1 unit:

Marginal Labor time = 112.5

At production level of 2 units:

Marginal Labor time:

= Marginal Labor time at 1 unit × Learning rate

= 112.5 × 80%

= 90

(a) At production level of 4 units:

Marginal Labor time:

= Marginal Labor time at 2 units × Learning rate

= 90 × 80%

= 72

(b) At production level of 8 units:

Marginal Labor time:

= Marginal Labor time at 4 units × Learning rate

= 72 × 80%

= 57.6

(c) At production level of 16 units:

Marginal Labor time:

= Marginal Labor time at 8 units × Learning rate

= 57.6 × 80%

= 46.08

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vfiekz [6]
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3 years ago
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