In: Finance
INTRUCTIONS: Answer all 4 questions. Assignment should be submitted in Blackboard by the due date. This is a 25 point assignment – six (6) points for each correct answer and 1 point for answering all 4 questions. Partial credit will be given if you give the wrong answer but show the correct formula. A firm has the following capital structure: 1. Bonds with market value of $3,000,000 2. Preferred Stock with a market value of $2,000,000 3. Common stock, of which 400,000 shares is outstanding. Presently, each common stock is selling at $30 per share The preferred stock price per share is $60 and pays a $5 dividend. Common stock shares sell for $30 and pay a $2 dividend. Dividends for common stock are expected to grow by 3%. Bond price is $950, and the bond coupon rate is 6.5%. The bonds mature in 7 years. The firm’s tax rate is 38%. The company has $3,500,000 in sales, and expenses of $1,200,000. The initial investment of $5,500,000 will be depreciated straight-line over 10 years. The project is expected to last 10 years.
Cost of equity = Dividend next year/ price today + growth rate of dividends
= $2*1.03/30+0.03= 0.09866 or 9.87%
market value of common stock = 400000 * $30 =$12 million
Cost of debt (r) is given by equating the present value of bond payoffs to the current price (it is the same as bond's YTM). Assuming annual coupon
950= 65/r*(1-1/(1+r)^7) + 1000/(1+r)^7
From SOLVER r= 0.074421 or 7.44%
Market value of Debt = $3 million
Cost of preferred stock = preferred dividend/ preferred stock price = $5/$60 = 12%
Market value of preferred stock = $2 million
So,
WACC = 12/(12+3+2)*9.87%+3/(12+3+2)*7.44%*(1-0.38)+2/(12+3+2)*12%
=0.091907 or 9.19%
Here,
Sales = $3.5 million
Less : Expenses = $1.2 million
Less : Depreciation = $5.5 million/10 = $550000
So, EBIT = $1750000
LEss: Interest = $3 million*7.44%= $223200
EBT = $1526800
Less: Taxes = $580184
So, OCF = EBIT + Depreciation - Taxes = $1750000 + 550000 - 580184 = $1719816
NPV = -5500000 + 1719816/0.0919* (1-1/1.0919^10)
=$5445481.96
As the NPV is positive , the firm should accept the project