A company has the following capital structure.
20,000 shares of preferred stocks trading at Pps,0 = $5 per share, that pays a 0.5 dollar dividend per share.
The company also sold a 20-year non-amortized corporate bond worth 1 million at par in period 0, with a yield to maturity (YTM) of 5%. The corporation faces a tax rate of τ = 25%.
The company’s period 0 dividend per share, paid to the common stockholders, is 0.5 dollars and is expected to grow by 10% per year.
Q1: What’s the rate of return expected by the preferred shareholders rps?
Q2: According to the Constant Dividend Growth Model, what’s the rate of return required by the common stock shareholder? Denote this number by rcs,0
Q3: What’s the company’s WACC in period 0?
Q4: In period 1, shortly after dividends are paid to the preferred stockholders, the company borrows a 10-year term amortized bank loan at APR of 5% and uses the proceeds of which to buy back (retire) outstanding preferred stocks at a price of Pps,1 = 5.25 dollars per share. Following this news, the price of common stocks drops to Pcs,1 = 9.5 dollars per share in period 1.
Based on the information here, answer questions Q4(a), Q4(b), and Q4(c).
Q4a: What’s the actual rate of return to an investor who bought one share of preferred stock in period 0, and sells it back to the company in period 1?
Q4b: The financial market now believes that the company will deliver a dividend growth rate of 12% in the future. According to the Constant Dividend Growth Model, what’s the rate of return required by the common stock shareholder in period 1?
Q4c: What’s the company’s WACC in period 1?
Answer to Question 1 & 2
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A company has the following capital structure. 50,000 shares of common stocks outstanding, trading at Pcs,0...
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