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please answer number 2

Shrieves Company has been in the market for many years. Recently the company has decided to look seriously at a 5-year progra
The total money needed is 15 million, thus year 0 cash flow is -15. You want to test the total cost of capital (combining bon
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Answer #1

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Cost of debt

cost of debt = YTM * (1 - tax rate)

YTM is taken to be the average YTM of Company A, B and C's bonds.

Company A

YTM is calculated using RATE function in Excel with these inputs :

nper = 15*2 (15 years to maturity with 2 semiannual coupon payments each year)

pmt = 1000 * 10% / 2 (semiannual coupon payment = face value * annual coupon rate / 2. This is a positive figure as it is an inflow to the bondholder)

pv = -1140.72 (current bond price. This is a negative figure as it is an outflow to the buyer of the bond)

fv = 1000 (face value of the bond receivable on maturity. This is a positive figure as it is an inflow to the bondholder)

The RATE is calculated to be 4.17%. This is the semiannual YTM. To calculate the annual YTM, we multiply by 2. Annual YTM is 8.34%

Α1 f =RATE(15*2,1000*10%/2,-1140.72,1000) *2 D E F G А B C 1 8.34%!

Company B

YTM is calculated using RATE function in Excel with these inputs :

nper = 10*2 (10 years to maturity with 2 semiannual coupon payments each year)

pmt = 1000 * 8% / 2 (semiannual coupon payment = face value * annual coupon rate / 2. This is a positive figure as it is an inflow to the bondholder)

pv = -1200.30 (current bond price. This is a negative figure as it is an outflow to the buyer of the bond)

fv = 1000 (face value of the bond receivable on maturity. This is a positive figure as it is an inflow to the bondholder)

The RATE is calculated to be 2.69%. This is the semiannual YTM. To calculate the annual YTM, we multiply by 2. Annual YTM is 5.38%

A2 fx =RATE(10*2,1000*8%/2,-1200.3,1000)*2 D E F G B C 2 5.38%

Company C

YTM is calculated using RATE function in Excel with these inputs :

nper = 13*2 (13 years to maturity with 2 semiannual coupon payments each year)

pmt = 1000 * 12% / 2 (semiannual coupon payment = face value * annual coupon rate / 2. This is a positive figure as it is an inflow to the bondholder)

pv = -1350.54 (current bond price. This is a negative figure as it is an outflow to the buyer of the bond)

fv = 1000 (face value of the bond receivable on maturity. This is a positive figure as it is an inflow to the bondholder)

The RATE is calculated to be 3.84%. This is the semiannual YTM. To calculate the annual YTM, we multiply by 2. Annual YTM is 7.69%

A3 fic A B =RATE(13*2,1000*12%/2,-1350.54,1000)*2 D E F G H C 17.69%!

Average YTM of 3 companies = (8.34% + 5.38% + 7.69%) / 3 = 7.14%

cost of debt = YTM * (1 - tax rate)

cost of debt = 7.14% * (1 - 20%)

cost of debt   = 5.71%

Cost of preferred stock

cost of preferred stock = annual dividend / price per share

annual dividend = quarterly dividend * 4 = $1.5 * 4 = $6

cost of preferred stock = $6 / $110.14

cost of preferred stock = 5.45%

Cost of equity

cost of equity = (D1 / P0) + g,

where D1 = next year dividend

P0 = current share price

g = growth rate

g = ROE * retention ratio

retention ratio = 1 - (dividend per share / EPS)

dividend per share = dividends / shares outstanding = $90,000 / 100,000 = $0.90

retention ratio = 1 - ($0.90 / $3) = 70%

g = 4.5% * 70% = 3.15%

D1 = current dividend per share * (1 + g) = $0.90 * (1 + 3.15%) = $0.92835

cost of equity = (D1 / P0) + g

cost of equity = ($0.92835 / $143.50) + 0.0315

cost of equity = 3.80%

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