Answer:
rate of return on the stock is 4%
Explanation:
given data
stock beta = 1.2
expected rate of return = 16%
market return = 10%
to find out
rate of return on the stock
solution
we get here rate of return on the stock hat is express as
rate of return on the stock = expected rate of return - ( stock beta × market return ) ...........................1
put here value we get
rate of return on the stock = 16 % - ( 1.2 × 10% )
rate of return on the stock = 0.16 - ( 1.2 × 0.10 )
rate of return on the stock = 0.16 - 0.12
rate of return on the stock = 0.04
rate of return on the stock is 4%
Answer:
No effect, remain unchanged
Explanation:
The demand curve which is vertical, it means that the demanded quantity will remain the same, irrespective of the change in the price. In short, when price will increase, the quantity demanded will not be effected, whereas when price decrease then also the quantity demanded will not be effected or change.
So, if the demand curve of the investment is vertical, then the decrease in the rate of the interest will no effect the investment and the aggregate or total demand will also be remain unchanged as there is no effect on investment.
Answer:
E. Faced with a negative population growth rate, the country relaxed immigration control norms 25 years ago.
Explanation:
Given that<u> immigrants increase the population</u> and that they may come from a less healthy environment, having a less healthy background is very common for them. Even if the domestic population had a high average height, t<u>he mean value will surely decrease</u> to the lower height of the immigrants.
Therefore, a correlation between economic growth and average health measured by height can be undermined, given E) is true.
Answer:
The Food and Drug Administration issues a recall for the meat, and the seller notifies its customers.
Explanation:
When there is a serious or potentially serious risk to consumers, the FDA works with sellers and distributors to recall products (remove them from store shelves) and notify customers through press releases and other communications.
