Suppose that two factors have been identified for the U.S. economy: the growth rate of industrial production, IP, and the inflation rate, IR. IP is expected to be 2%, and IR 4.1%. A stock with a beta of 1.9 on IP and 1.4 on IR currently is expected to provide a rate of return of 16%. If industrial production actually grows by 5%, while the inflation rate turns out to be 5.4%, what is your revised estimate of the expected rate of return on the stock?
IP rate = | 2% | |||||
IR rate = | 4.10% | |||||
IP Beta = | 1.9 | |||||
IR beta = | 1.4 | |||||
Expected rate of return = | 16% | |||||
Actual IP rate = | 5% | |||||
Actual IR rate = | 5.40% | |||||
Expected rate of return = Risk free rate of return + (Beta of IP * IP factor) + (Beta of IR * IR factor) | ||||||
16 = Risk-free rate of return + (1.9 * 2) + (1.4 * 4.1) | ||||||
Risk free rate of return = | 6.46 | |||||
Revised expected rate of return = 6.46 + (1.9 * 5) + (1.4* 5.4) | ||||||
23.52 | ||||||
So, revised expected rate of return is 23.52%. |
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