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mestny [16]
3 years ago
6

Your firm is planning to invest in a new electrostatic power generation system. Electrostat Inc is a firm that specializes in th

is business. Electrostat has a stock price of $25 per share with 16 million shares outstanding. Electrostat's equity beta is 1.18. It also has $220 million in debt outstanding with a debt beta of 0.08. If the risk-free rate is 3%, and the market risk premium is 6%, then your estimate of your cost of capital for electrostatic power generators is closest to:
Business
1 answer:
kozerog [31]3 years ago
6 0

Answer:

The cost of capital for electrostatic power generators is closest to 7.75%

Explanation:

In order to calculate the estimate of your cost of capital for electrostatic power generators we would have to make the following calculation:

Step-1, Calculation of the Overall Beta

Market Value of Equity = $40,00,00,000 [160,00,000 Shares x $25 per share]

Market Value of Debt = $22,00,00,000

Total Market Value = $62,00,00,000

Therefore, Beta = [Equity Beta x Weight of Equity] + [Debt Beta x Weight of Debt]

= [1.18 x ($40,00,00,000 / $62,00,00,000)] + [0.08 x ($22,00,00,000 / $62,00,00,000)]

= 0.761290 + 0.028387

= 0.789677

Step-2, Cost of capital

As per CAPM Approach, Cost of capital = Risk-free Rate x (Beta x Market Risk Premium)

= 3% + (0.789677 x 6%)

= 3% + 4.75%

= 7.75%

Therefore, the cost of capital for electrostatic power generators is closest to  7.75%

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if, after one year, the yield to maturity on a multiyear coupon bond that was issued at par is lower than the coupon rate, what
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5 0
1 year ago
Calculate gross profit for the following situation: National Storage Company had sales of $1,000,000, sales discounts of $2,500,
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$475,500

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Sales is $1,000The discountscount is $2500

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The cost of goods sold is $525,000

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3 years ago
The current price of the common stock of Internet Enterprises is $100. Over the course of a year, the stock's price will either
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Answer:

Current value of this newly issued option on Internet Enterprises= $25

Explanation:

Risk free rate for 6 month or period 1= (1000-909.09)/909.09=10%

Risk free rate for 1 year= (1000-826.45)/826.45=21%

Hence, risk free rate for period 2= (1+21%)/(1+10%)-1=10%

Now, Risk free rate factor for period 1 (R1)=1+10%=1.1

Risk Free rate factor for period 2 (R2)=1+10%=1.1

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Downward price factor for a period(d)=(1-50%)^(1/2)=0.707

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Probability of downward price= 1-0.55=0.45

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Downward price =100*0.707=70.7 with probability 45%

After period 2:

Upward Price will be =141.4*1.414=200 with probability= 55%*55%=30.25%

Downward price will be=70.7*0.707=50 with probability=45%*45%=20.25%

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So, current value of the newly issued option= 30.25/(1+21%)=$25

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