In: Finance
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A share of stock sells for $50 today. The beta of the stock is .8, and the expected return on the market is 18 percent. The stock is expected to pay a dividend of $.90 in one year. If the risk-free rate is 4.9 percent, what should the share price be in one year? (Do not round intermediate calculations. Round your answer to 2 decimal places.) |
| Calculation of growth rate | |||
| Stock price = D1 / r - g | |||
| Where, | |||
| D1 = Expected Dividend | |||
| r= required rate of return | |||
| g= growth rate | |||
| $50=0.9/0.1538-g | |||
| g =13.58% | |||
| Expected dividend in year 2 = $0.9*1.1358 | |||
| =$1.02222 | |||
| Share price in one year | |||
| Stock price = D1 / r - g | |||
| Where, | |||
| D1 = Expected Dividend | |||
| r= required rate of return | |||
| g= growth rate | |||
| =1.0222/0.1538-0.1358 | |||
| =56.79 | |||