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Sindrei [870]
3 years ago
13

A company has a cost of debt (before tax) of 5.5% and a cost of equity of 12.8%. In addition, the company has a target capital s

tructure of 30% debt and 70% equity, and a marginal income tax rate of 30%. Given this information, what is the WACC for this company
Business
1 answer:
alexira [117]3 years ago
4 0

Answer:

10.12%

Explanation:

Wacc = (D / V)rd (1 - t) + (E / V) re

(D/V) = 0.3

Rd = before tax cost of debt = 5.5%

T = tax rate = 30%

(E / V) = 0.7

Re = marginal cost of equity = 12.8%

= (0.3 x 5.5% × 0.7) + (0.7 x 12.8%) = 1.155% + 8.96% = 10.12%

I hope my answer helps you

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Two computers each produced 43,000 public utilities bills in a day. One computer printed bills at the rate of 8,600 an hour and
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Based on the rate at which the computers are printing bills, the number of bills that the second computer was still to print was 4,000 bills.

<h3>How long did the first computer take to finish?</h3>

= Number of bills / Bills per hour

= 43,000 / 8,600

= 5 hours

<h3>How many bills was the second computer left with?</h3>

This can be found by the formula:

= Number of bills to print - Bills printed in 5 hours

= Number of bills to print - ( Bills printed per hour x Number of hours)

Solving gives:

= 43,000 - (7,800 x 5)

= 4,000 bills

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Some americans argue that _____ should be used to keep domestic wages high and unemployment low.
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Trevor Williams’ bank calculates interest daily. At an APR of 3%, how much simple interest does $2,000 earn in twelve days?
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Read 2 more answers
A man has $245,000 invested in three properties. One earns 12%, one 10% and one 8%. His annual income from the properties is $23
astraxan [27]

Answer:

for 8% investment = $110000

for 12% investment = $55000

for 10% investment =  $80000

annual income for each property is

x amount for 8% investment = $8800

y amount for 12% investment = $6600

z amount for 10% investment = $8000

Explanation:

Given data

investment = $245000

rate 1 = 12%

rate 2 = 10%

rate 3 = 8%

annual income = $23400

rate = 8%  twice that invested at 12%

to find out

invested in each property and  the annual income from each property

solution

let us consider x amount for 8% investment

and consider y amount for 12% investment

and consider z amount for 10% investment

from question we say,  8% is twice that invested at 12%

x = 2y      ........1

and

x + y + z = 245000      .............2

put 1 in equation 2

2y + y + z = 245000  

z = 245000 - 3y            ...................3

and we can say that

0.08x + 0.12y + 0.10z = 23400              ...........................4

put equation 1 and 3 in 4

0.08(2y) + 0.12y + 0.10( 245000 - 3y ) = 23400

0.16y + 0.12y - 0.3y = -1100

0.02y = 1100

y = $55000

so x = 2(y) = 2(5500) = $110000

and z = 245000 - 3(55000) = $80000

so annual income for each property is

x amount for 8% investment = 0.08 × 110000 = $8800

y amount for 12% investment = 0.12 × 55000 = $6600

z amount for 10% investment = 0.10 × 80000 = $8000

4 0
3 years ago
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