Answer:
Average time per unit is 59.6 hours
Explanation:
As we know as the work is done the learning of the labor force increases and they require less time to produce the next unit. An average time required to produce specific numbers of unit including cumulative effect of the learning curve.
As per given data
Number of units = 30 unit
Ratio of Time to produce second unit = 90 / 100 = 0.9
Accumulated Average time per unit Formula is
y = aX^b
Where
y = Average time per unit = ?
X = Cumulative Numbers of unit = 30
a = Time required to produce first unit = 100 hours
b = factor used to calculate cumulative average time = log (Learning Curve %/ log2) = Log (90/100) / Log2 = -0.152
Place value value in the formula
y = 100 x 30^ -0.152 = 59.6 hours
Answer:
true
Explanation:
Communication helps understanding people better removing misunderstanding and creating clarity of thoughts and expression.
Answer:
C) will be the same for both absorption costing and variable costing
Explanation:
If the beginning and ending balance for Finished Goods Inventory is 0, that means that all the absorption costs have been assigned and all the fixed costs (for variable costing) have been assigned also. So whatever costing method you choose the valuation should be the same.
Answer:
The fixed costs per unit when 20,000 units are produced are $6.05 per unit.
Explanation:
Fixed costs per unit can be determined by using the following formula:
Fixed costs per unit = Total fixed costs/ number of units are produced
In a company, Total fixed costs do not depend on the level of activity (Fixed costs do not change).
In the company, Total fixed cost = $11 x 11,000 = $121,000
When 20,000 units are produced, Fixed costs per unit = $121,000/20,000 = $6.05 per unit.
Answer:
...when that project will have the same level of risk as the firm's current operations
Explanation:
Weighted average cost of capital (WACC) is the company's cost of capital based on its proportion of equity and debt used in its capital structure. It can be used as the discount rate for calculating the present value of future expected cashflows of a project if the project is determined to be of similar risk to the company's operations; meaning that the estimated beta of the project is the same as the beta of the firm.
