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SSSSS [86.1K]
3 years ago
11

Serendipity Inc. is re-evaluating its debt level. Its current capital structure consists of 80% debt and 20% common equity, its

beta is 1.60, and its tax rate is 35%. However, the CFO thinks the company has too much debt, and he is considering moving to a capital structure with 40% debt and 60% equity. The risk-free rate is 5.0% and the market risk premium is 6.0%. By how much would the capital structure shift change the firm's cost of equity?
A: -5.2%
B: -5.78%
C: -6.36%
D: -6.99%
E: -7.69%
Business
1 answer:
Charra [1.4K]3 years ago
5 0

Answer:

Using the current capital structure

Ke = Rf + β(Risk premium)

Ke = 5 + 1.60(6)

Ke = 5 + 9.60

Ke = 14.60

Weighted cost of equity

= 14.60(20/100)

= 2.92%

Using the new debt-equity ratio

Ke = 5 + 1.60(6)

Ke = 5 +  9.6

Ke  = 14.60%

Weighted cost of equity

Ke = 14.60(60/100)

Ke = 8.76%

Difference in cost of equity

= 2.92% - 8.76%

= -5.8%

Explanation:

There is need to calculate the cost of equity based on capital asset pricing model where Rf  represents risk-free rate, Rp denotes risk-premium and β refers to beta. Then, we will calculate the weighted cost of equity by multiplying cost of equity by the proportion of equity in the capital structure. We will also calculate the new weighted cost of equity by multiplying the cost of equity the new proportion of equity in the capital structure. Finally, we will deduct the new weighted cost of equity from the old weighted cost of equity.  

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In forward and futures contracts, the risk of non-fulfillment of contract terms is most likely borne by <u>both parties</u><u> to the contract</u>.

<h3>What are forward and futures contracts?</h3>

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1 year ago
George is paid for holidays, sick days, vacation, personal days, and jury duty. these are his _____. paid leave benefits insuran
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4 0
3 years ago
Read 2 more answers
The company uses up $5,000 of an existing asset and the company adjusts its accounts accordingly. this is an example of a(n)?
labwork [276]

The company uses up $5,000 of an existing asset and the company adjusts its accounts accordingly. This is an example of a deferral adjustment.

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Deferrals are adjusting entries for items bought earlier and used up in the destiny (deferred fees) or whilst coins are received in advance and earned inside the future (deferred sales).

The primary distinction between accrual and a deferral is that accrual is used to deliver forward an accounting transaction into the current period for recognition, whilst a deferral is used to put off such popularity until a later length.

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5 0
1 year ago
Toys, Trinkets and More requires a minimum rate of return of 12% on its average operating assets. The toy department currently h
Serggg [28]

Answer:

Residual Income = $6,000

Explanation:

Residual income is the excess income of a firm leftover the opportunity cost of capital or over the desired income.

Given,

The minimum rate of return 12%

Average operating assets = $300,000

Net operating income = $42,000

We know,

Residual Income = Net Operating Income - (Average operating assets x the minimum rate of return)

Residual Income = $42,000 - ($300,000 x 12%)

Residual Income = $42,000 - $36,000

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6 0
3 years ago
karl opens a savings account with 2500.Hedeposits1500 every year into the account that has a 0.75% interest rate, compounded mon
Anastasy [175]

Answer:

28707.80 is the account balance after 10 years.

Explanation:

In his question we have two parts of the problem  the first one is a single deposit of 2500 in which we will find its future value after 10 years by using the future value formula which is Fv = Pv(1+i)^n , where

Fv is the future value after 10 years of saving the amount which we are calculating.

Pv is the present value initial investment of 2500

i is the annual interest rate which will be 0.75% x 12 = 9% as we are given a rate which is for monthly compounding.

n is the number of years the 2500 is saved up for.

Then we substitute these values to the above mentioned formula:

Fv = 2500(1 +9%)^10

Fv = 5918.41

now we will solve the second part of the question which involves 1500 deposited every year which this is an annuity part of the question where periodic payments are made constantly over 10 years for a certain future amount. which the formula is Fv = C[((1+i)^n -1)/i] , where

Fv is the future value of saving 1500 per year for 10 years

C is the periodic saving which is 1500

i is the annual interest rate of 9% as the 1500 is saved per year

n is the number of periods the 1500 is deposited for which is 10 years'

now we substitute to the above mentioned formula to find the future value:

Fv =  1500[((1 + 9%)^10 -1)/9%]

Fv =22789.39 .

now we will combine both future values to find the account balance after 10 years which will be 22789.39+ 5918.41 = 28707.80 rounded off to two decimal places.

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2 years ago
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