Answer:
Expected market return is 13%
Explanation:
CAPM is used to calculate the expected return on an asset for decision making to add any further asset to a well diversified portfolio. It involves different factors like market risk premium, asset beta and risk free rate as well to calculate a return rate which is expected to obtain from underline asset or investment.
As per given data
Expected return = 17.2%
Stock beta = 1.6
Risk free rate = 6%
According to CAPM
Expected Return on security = Risk free rate + Stock beta ( Market Risk Premium )
17.2% = 6% + 1.6 × ( Market Risk Premium )
17.2% = 6% + 1.6 × ( Market return - Risk free rate )
17.2% = 6% + 1.6 × ( Market return - 6% )
17.2% - 6% = 1.6 × ( Market return - 6% )
11.2% = 1.6 × ( Market return - 6% )
11.2% / 1.6 = Market return - 6%
7% = Market return - 6%
7% + 6% = Market return
Market return = 13%
Answer:
option (c) depreciate by exactly 10 percent
Explanation:
Data provided in the question:
Canadian dollar = 0.75 US dollars per Canadian dollar
Canada's rate of inflation = 0 percent
US rate of inflation = 10 percent
Now,
The percentage change in real exchange rate
= percentage change in nominal exchange rate - (Domestic inflation - Foreign inflation)
= 0 - (10 percent - 0 percent )
= - 10 percent
Here,
the negative sign depicts that the exchange rate will depreciate
Hence,
the answer is option (c) depreciate by exactly 10 percent
Answer:
Selling price= $224
Explanation:
Giving the following information:
Unitary purchase cost= $140
Mark-up percentage= 60%
<u>To calculate the selling price per unit, we need to use the following formula:</u>
Selling price= unitary cost*(1 + mark-up)
Selling price= 140*1.6
Selling price= $224
Answer:
D because they will feel like they are being cared about and will come back
<span>With a period of 30 days, across 240 days there will be 240/30=8 separate periods where the population doubles. Therefore the population at the end of the time period will be the original, 26, times 2 raised to the 8th power, or 26*2^8 = 26*256=6656.</span>
