Dee's Fashions has a growth rate of 5.2 percent and is equally as risky as the market while its stock is currently selling for $
1 answer:
Answer:
12.6%
Explanation:
Using the Capital Market Pricing Model (CAPM) to compute the expected rate of return on Dee's Fashion stock.
Expected rate of return =
Where R(f) = risk free rate of return, or market return less risk premium = 12.6% - 8.7% = 3.9%
= the risk of the stock relative to the market risk. In this case, beta = 1, since the company is equally as risky as the market (as noted in the question)
R(m) = return of the stock market = 12.6%
Therefore, the expected rate of return on the stock
= 3.9% + 1 * (12.6% - 3.9%)
= 3.9% + 8.7%
= 12.6%.
The return is the same as the stock market return because the stock is equally as risky as the market.
You might be interested in
Answer: Correct. When there is an increase in supply and an increase in demand, the new equilibrium quantity increases but whether the equilibrium price increases or decreases is unknown.
Explanation:
When the demand for the shoes increased, it had the effect of shifting the demand curve to the right. At the same time, with six more firms coming into the market, the supply increased as well which had the effect of shifting the supply curve right as well.
The new equilibrium as a result of these movements will see the quantity increase. However, due to the shift of both the supply and the demand curve in the same direction, it is uncertain if the price will change or not.
The general rule is that if the rise in supply is more than rise in demand then the price will decrease. If they rise by the same amount then price will remain the same. It shows therefore that if both supply and demand rise at the same time, the effect on equilibrium price is unknown.
