Question
Stock pricing with constant dividend or dividend with constant growth rate. What is the current per-share value of JRM Corporation to an investor who require
Stock pricing with constant dividend or dividend with constant growth rate.
What is the current per-share value of JRM Corporation to an investor who require a 16% rate of return?
JRM current per-share dividend is $2 and is expected to remain at 2 for the foreseeable future?
D0 = ??; r = ??; Price = ??
What is the price if the per-share dividend will grow at 2%?
D0 = ??; g = ??; r = ??; Price = ??
Stock pricing with uneven dividend growth rate
The Seneca Maintenance Company currently (that is, as of year 0) pays a common stock dividend of $1.5 per share. Dividend are expected to grow at a rate of 11% per year for the next 4 years and then continue growing thereafter at a rate of 5% per year. What is the current value of a share of Seneca common stock to an investor who require a 14% rate of return?
Hint:
Calculate the cash flow of the stock for year 1-4, and the terminal value at the end of year 4.
What is the cash flow for year 1-4, including both dividend and terminal value?
The stock price is calculated as the sum of the present value of the cash flows from year 1-4.
year | dividend growth rate | dividend | terminal value | Total cash flow = dividend + terminal value | sum of discounted future cash flow |
0 |
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1 | 11% | ?? |
| ?? |
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2 | 11% | ?? |
| ?? |
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3 | 11% | ?? |
| ?? |
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4 | 11% | ?? | ?? | ?? |
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5 | 5% | ?? |
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Calculate the expected return and standard deviation of for single stocks and portfolio
You have estimated the following probability distributions of expected future returns from stocks X and Y:
What is the expected return for stock X and Y?
Expected return of X = ??
Expected return of Y = ??
What is the standard deviation of expected returns for stock X and Y?
Standard deviation of X = ??
Standard deviation of Y = ??
Calculate the expected return and standard deviation of the mix of 50% X and 50% Y.
Expected return of the mix of 50% X + 50% Y = ??
Which stock would you consider to be riskier, X, Y, or 50% X + 50% Y? Why? (hint: calculate the coefficient of variation (COV) = standard deviation / expected return and compare.) Hints: please study the slides for the explanation of calculations.
Cov of X = ??
Cov of Y = ??
Cov of ( 50% X + 50% Y) = ??
Which do you pick? ---- ??
Capital asset pricing model (CAPM)
Give a risk-free rate (rf) of 6% and a market risk premium (rm rf) of 8.2%, calculate the required rate of return on each the following case. Hint: CAPM model: r = rf + * (rm rf)
Amazon.com with = 1.05
??
DuPont with = 1.15
??
30% Amazon + 70% of DuPont.
??
Cost of capital
Wright Express (WE) has a capital structure of30% debt and 70% equity. WE is considering a project that requires an investment of$2.6 million. To finance this project, WE plans to issue 10-year bonds with a coupon interest rate of 12%. Each of these bonds has a $1,000 face value and will be sold to net WE $980. If the current risk-free rate is 7% and the expected market return is 14.5%, what is the weighted cost of capital for WE? Assume WE has a beta of 1.20 and a marginal tax rate of 40%.
| debt |
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allocation | ?? |
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| ?? |
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maturity | ?? |
| risk free rate | ?? |
coupon rate | ?? |
| market return | ?? |
par | ?? |
| beta | ?? |
price | ?? |
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tax rate | ?? |
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nper | ?? |
| rf | ?? |
pmt | ?? |
| rm | ?? |
pv | ?? |
| rm - rf | ?? |
fv | ?? |
| beta | ?? |
type | ?? |
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bond yield |
| from capm |
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rate | ?? |
| rf + beta * (rm - rf) | ?? |
tax rate |
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cost of debt | ?? |
| cost of equity | ?? |
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cost of capital | ?? |
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