Answer:
The firm set as the required rate of return for the project is 14.732%
Explanation:
For computing the required rate of return, the following formula should be used which is shown below:
= Risk free rate of return + (Beta × market risk premium) + adjustment
where,
Risk free rate of return is 4.1%
Beta is 1.19
Market risk premium is 7.8%
Adjustment is 1.35%
Now put these values to the above formula
So, the value wold be equal to
= 4.1% + (1.19 × 7.8%)+ 1.35%
= 4.1% + 9.28% + 1.35%
= 14.732%
The standard deviation is irrelevant. Therefore, it is not considered in the computation part.
Hence, the firm set as the required rate of return for the project is 14.732%
Answer:
C. Less than the variance of each asset, except when the two assets are perfectly positively correlated.
Explanation:
In diversification, there is the less risk in the portfolio that can be determined by the standard deviation. Also the risk can decrease at the time when the asset is lower than the perfect correlation and the same should be place in portfolio. Now if the asset along perfect positive correlation place in the portfolio so the the portfolio risk could be large than the risk of the individuals assets
Answer:
(9,594)
Explanation:
The net cash movement during a period the sum of cashflow from operations (CFO), cashflow from investing activities (CFI) and cashflow from financing (CFF) activities. On the other hand, that net cash movement is also calculated as the difference between end of year cash position and start of year cash position. Given that, we have the equation as below:
End of year cash position - Start of year cash position = CFO + CFI + CFF
Putting all the number together, we have:
7,102 - 6,836 = 15,435 - 5,575 + CFF
Solve the equation, we have CFF = (9,594)
Answer:
Complete the problem. What are you trying to solve for?
Explanation: