Solution to Homework #5 FIN 3710 " Investment AnalysisвЂќ
Professor Bin Wei
Trouble 1 (BKM, Q3 of Chapter 7) (10 points1) What has to be the beta of a collection with E( rP ) = 20. 0%, in case the risk free price is five. 0% plus the expected come back of the market is E( rM ) = 15. 0%? Answer: We all use E( rP ) = ОІ P *(E( rM ) вЂ“ l f ) + 3rd there’s r f. All of us then have got: 0. 20 = ОІ P *(0. 150. 05) + zero. 05. Resolving for the beta we have: ОІ L =1. your five.
Problem a couple of (BKM, Q4 of Part 7) (20 points) The market price of any security is $40. Its expected rate of returning is 13%. The riskfree rate is definitely 7%, plus the market risk premium is 8%. What will the market value of the reliability be if perhaps its beta doubles (and all other variables remain unchanged)? Assume that the stock is definitely expected to pay a constant dividend in perpetuity. Hint: Work with zerogrowth Dividend Discount Version to determine the intrinsic value, which is the market cost. Answer: Initial, we need to calculate the original beta before it doubles through the CAPM. Remember that: ОІ sama dengan (the security's risk premium)/(the market's risk premium) = 6/8 sama dengan 0. seventy five. Second, when its beta doubles to 2*0. seventy five = 1 . 5, then its anticipated return becomes: 7% & 1 . 5*8% = 19%. (Alternatively, we can find the expected come back after the beta doubles inside the following approach. If the beta of the protection doubles, then simply so is going to its risk premium. The current risk superior for the stock is: (13%  7%) = 6%, and so the new risk premium can be 12%, and the new price cut rate intended for the security would be: 12% + 7% sama dengan 19%. ) Third, we discover out the implied constant gross payment from the current market value of $40. If the inventory pays a consistent dividend in perpetuity, in that case we know from the original info that the gross (D) must satisfy the formula for a perpetuity: Price sama dengan Dividend/Discount charge 40 sama dengan D/0. 13 в‡’ D = forty five * zero. 13 = $5. twenty Last, at the new discount rate of 19%, the stock will be worth: $5. 20/0. nineteen = $27. 37. The rise in share risk has lowered the cost of the stock by thirtyone. 58%. Issue 3 (BKM, Q16 of Chapter 7)...

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