Answer:
Following are the solution to this question:
Explanation:
Please find the complete question in the attachment file.
Applied to fixed overhead
Overhead fixed by DL hr.
DL hours standard
Application of fixed overhead
Variance in volume
Application of total fixed overhead
Fixed total estimates Superfast
Variance of volume 
Answer:
The following scenarios are either not accounted for or measured inaccurately by either the income or the expenditure methods of calculating GDP for the United States
B) The costs of overfishing and other overly intensive uses of resources.
C) The value of baby-sitting services, when the babysitter is paid in cash and the transaction isn't reported to the government.
D) The leisure time enjoyed by Americans
Explanation:
GDP is a tool that is used to measure a nation's economic performance, However, it has limitations due to its exclusion of non-market transactions.
- The limitations identified can be summarized as:
- GDP does not incorporate any measures of welfare.
- GDP only includes market transactions.
- GDP does not describe income distribution.
- GDP does not describe what is being produced.
- GDP ignores externalities.
A shop that sells one type of thing
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%