Answer:
A. $5.00 per machine-hour
Explanation:
The computation of the manufacturing overhead application rate is shown below:
= Estimated manufacturing overhead ÷ expected machine-hours incurred
= $550,000 ÷ 110,000 machine hours
= $5.00 per machine hour
In order to determine the manufacturing overhead application rate, basically we divided the estimated manufacturing overhead by the expected machine hours
Answer:
the conversion cost is $58,200
Explanation:
The computation of the conversion cost is shown below:
The conversion cost is
= Direct Labor + Manufacturing Overhead
= $32,800 + $25,400
= $58,200
Hence, the conversion cost is $58,200
It is the combination of the direct labor and the manfacturing overhead
If the average cost of producing 9 sweaters is $6. 50 and the marginal cost of producing the tenth sweater is $6. 25, the average cost of producing 10 sweaters will be less than $6.50
If marginal cost is less than average cost, average cost will decrease and therefore be less than $6.50. In this case, average cost of producing 10 sweaters is ($6.50 x 9 + $6.25)/10 = $6.48.
The marginal cost is the variation in total cost brought on by an increase in output, or the cost of producing more. In certain contexts, it might refer to an increase in output of one unit, while in others, it can relate to the rate of change of total cost as output grows by a modest amount.
The total cost is expressed in dollars, whereas the marginal cost is expressed in dollars per unit. The marginal cost is the slope of the total cost, or the rate at which it increases with production.
Marginal cost is the distinction between average cost, which is the total cost divided by the number of units produced.
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C. None of the individuals who end up working are paid more than if the were paid the equilibrium wage.
Answer: $74,000
Explanation:
The Average Investment refers to the average cash invested into a particular project and is useful in calculating the rate of return. The simple formula is to add the beginning value of the asset to its ending value and divide this by 2.
The ending value in this case would be the salvage value;
Average Investment = 
= 
= $74,000
