Cost per unit
(300,000÷15,000)+20=40
Current profit
50×15,000−40×15,000=150,000
Profit change
60×15,000−40×15,000=300,000
units will knoll need to sell for profit to remain the same as before the price change is
(150,000+300,000)÷40=11,250
All of a company's depreciation, property taxes and insurance premiums are considered manufacturing overhead (MOH) ----- False.
What is considered manufacturing overhead?
Manufacturing overhead (MOH) cost is the sum of all the indirect costs which are incurred while manufacturing a product. It is added to the cost of the final product along with the direct material and direct labor costs.
What does manufacturing overhead include?
Manufacturing overhead includes indirect materials, indirect labor, depreciation on factory buildings and machines, and insurance, taxes, and maintenance on factory facilities. Costs that are a necessary and integral part of producing the finished product.
. Direct labor :
Is the cost of the workers who make the product. The cost of supervisory personnel, management, and factory maintenance workers, although they are needed to operate the factory, are classified as indirect labor because these workers do not use the direct materials to build the product.
Learn more about company's depreciation :
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Answer and Explanation:
The computation is shown below;
But before that the depreciation expense per year is
Depreciation per year = (Cost - Residual value) ÷ Useful life
= ($38,080 - $2,800) ÷ 6 years
= $5,880
1.Net book value as on disposal date is
= $38,080 - ($5,880 × 3)
= $20,440
2.
We know that
Gain on sales = (Sales - Book value)
Gain = $(20,400 - 20,400) = 0
a. Loss = $13,000 - $20,440 = -$7,440
b. Loss = $10,000 - $20,440 = -$10,440
<span>When you make this decision, you are primarily using your critical thinking. You are using information you were given in the past and applying it to future events.</span>
Flesch Corporation produces and sells two products, in case if there is any shift in the sales from product Y45E to C90B, then the breakeven will also decrease, since the contribution margin for Product C90B is less than the Product Y45E.
Contribution Margin: Total Contribution ÷ Total Sales
Product C90B:
=(26100-9135) ÷ 26100
= 35%
Product Y45E:
= (33540-15093) ÷ 33540
= 45%
Since the contribution margin of Product C90B < Product Y45E, the breakeven will decrease.
