The expected pretax return on three stocks is divided between dividends and capital gains in the following way:
Stock | Expected Dividend | Expected Capital Gain |
A | $0 | $10 |
B | 5 | 5 |
C | 10 | 0 |
a. If each stock is priced at $175, what are the expected net percentage returns on each stock to (i) a pension fund that does not pay taxes, (ii) a corporation paying tax at 45% (the effective tax rate on dividends received by corporations is 10.5%), and (iii) an individual with an effective tax rate of 10% on dividends and 5% on capital gains? (Do not round intermediate calculations. Enter your answers as a percent rounded to 2 decimal places.)
Stock Pension Investor Corporation Individual
A % % %
B % % %
C % % %
b. Suppose that investors pay 40% tax on dividends and 10% tax on capital gains. If stocks are priced to yield an after-tax return of 10%, what would A, B, and C each sell for? Assume the expected dividend is a level perpetuity. (Do not round intermediate calculations. Round your answers to 2 decimal places.)
|
(A) | Investor | Stock A | Stock B | Stock C |
(i) Pension Fund | =(0+10)/175 | =(5+5)/175 | =(10+0)/175 | |
(ii) Corporation | =((0*(1-0.105)+10*(1-0.45))/175) | =((5*(1-0.105)+5*(1-0.45))/175) | =((10*(1-0.105)+0*(1-0.45))/175) | |
(iii) Individual | =((0*(1-0.1)+10*(1-0.05))/175) | =((5*(1-0.1)+5*(1-0.05))/175) | =((10*(1-0.1)+0*(1-0.05))/175) | |
(B) | Stock A | Stock B | Stock C | |
Stock Price | =+((0*(1-0.4)+10*(1-0.1))/0.1) | =+((5*(1-0.4)+5*(1-0.1))/0.1) | =+((10*(1-0.4)+0*(1-0.1))/0.1) |
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