Answer:
Real GDP per capita can increase or decrease when Real GDP increases
Explanation:
Real GDP per capita is calculated by dividing Real GDP by the number of people in a country. Therefore:
- If population increase more quickly than the increase in real GDP, then real GDP per capita would decrease.
- If population decreases, stays the same or increases more slowly as Real GDP increases, then real GDP per capita would increase.
A. $197.99
First you subtract 40% from 329.99
So,
329.99-40%=
40% of 329.99 is $131.99
329.99-131.99= 197.99
Available Options Are:
a. Cost of Goods Sold
b. Net Profit Margin
c. None of these
d. Asset Turnover
Answer:
Option B. Net Profit Margin
Explanation:
The increase or decrease in cost of Goods sold can not tell whether the return on assets has increased or decreased becuase it would only tell that the expense are decreased or increased not the profit. Which means it only tells one side of the story hence Option A is incorrect.
Option B is correct because it talks about the profit. If the manufacturing cost has been decreased then the it must increase the profit. Because if the profits has increased then the return on asset will increase. Hence the Option B is correct here.
Option D is incorrect because asset turnover formula is:
Asset Turnover = Sales / Total Assets
The decrease in manufacturing cost will not increase the sales because sales and total assets are independent of manufacturing expenses hence the Option D is incorrect.
Answer:
Stock Y has overvalued and Stock Z as undervalued
Explanation:
In this question, we apply the Capital Asset Pricing Model (CAPM) formula which is shown below
Expected rate of return = Risk-free rate of return + Beta × (Market rate of return - Risk-free rate of return)
For Stock Y
= 4.85% + 1.40 × 7.35%
= 4.85% + 10.29%
= 15.14%
For Stock Z
= 4.85% + 0.85 × 7.35%
= 4.85% + 6.2475%
= 11.0975%
The (Market rate of return - Risk-free rate of return) is also called market risk premium and the same is applied in the answer
As we see the expected return of both the stock So, Stock Y has overvalued and Stock Z as undervalued
