Answer:
$792,960
Explanation:
Data provided
Number of pods = 23,600
Direct labor hours = 3
Direct Labor Rate per hour = $11.20
The computation of Budgeted direct labor costs is shown below:-
Budgeted Direct labor Cost = Number of pods × Direct Labor Hours required per pod × Direct Labor Rate per hour
Budgeted Direct labor Cost = 23,600 × 3 × $11.20
= $792,960
Answer:
The average cost at a caseload of 25 attempted placements per month is 105.
Explanation:
The total cost function given in the question first correctly stated as follows:
TC = 25Q^1/2 + 2,500 ................ (1)
A caseload of 25 attempted placements implies that:
Q = 25
Substitute Q = 25 into equation (1), we have:
TC = (25 * 25^(1/2)) + 2,500 = 2,625
The average cost (AC) can now be calculated as follows:
AC = TC / Q = 2,625 / 25 = 105
Therefore, the average cost at a caseload of 25 attempted placements per month is 105.
Answer: $38,410,000
Explanation:
When recording investments in fixed assets, it is best to use the market value at the time.
The market value of the land will therefore be the relevant cost here.
Initial investment in fixed assets = Market value of land + Cost to build plant + Cost of grading
= 7,700,000 + 29,300,000 + 1,410,000
= $38,410,000
Answer: 1.50
Explanation:
Baeed on the information given in the question, the enterprise value multiple would be calculated as:
= [(4,250 × 16.65) + 64,800 - 5,200] / (213,000 - 126,200)
= 130,362.5 / 86,800
= 1.50 times
Answer:
Cost of equity = 19.1
%
Explanation:
Cost of equity = required rate of return + flotation cost
The Capital assets pricing model would be used to determined the required rate of return
<em>The capital asset pricing model (CAPM): relates the price of a share to the market risk or systematic risk. The systematic risk is that which affects all the all the economic agents, e.g inflation, interest rate e.t.c </em>
Using the CAPM , the required rate of return is given as follows:
E(r)= Rf +β(Rm-Rf)
E(r) - required return
β- Beta
Rm- Return on market
Rf- Risk-free rate
DATA
E(r) =? , Rf- 3%, Rm-14% , β- 1.1, flotation cost - 4%
E(r) = 3% + 1.1× (14% - 3%) = 15.1
%
Cost of equity = required rate of return + flotation cost
= 15.1
% + 4% = 19.1
%
Cost of equity = 19.1
%
