Answer:
$134,300
Explanation:
From the question above, we are required to total amount of indirect manufacturing costs that was incurred by Norred corporation with the information that was provided
The first step is to calculate the total variable manufacturing overhead costs
= Variable manufacturing overhead × Units produced
= $1.60 per unit × 8,000 units
= $12,800
Therefore, the total amount of indirect manufacturing costs can be calculated as follows
= Total variable manufacturing costs + Fixed manufacturing overhead
= $12,800 + $121,500
= $134,300
Hence the total amount of indirect manufacturing costs is closest to $134,300
Answer:
C. A change from expensing certain costs to capitalizing these costs due to a change in the period benefited, should be handled as a change in accounting estimate.
Explanation:
The statement above describes or the other hand talks about expenditure and capitalization.
Therefore, expenditure is explained as either capitalized as a cost of the asset on the company’s balance sheet or it is expensed in the income statement of the incurred period.
Under IFRS, the following rules govern the categorization of the expenditure as an asset:
If the expenditure is expected to give economic benefits in future over several accounting periods.
If one can measure the cost reliably. Also, increases the assets on the company’s balance sheet.
Recorded on the cash flow statement as a cash outflow for investing.
Total manufacturing costs=direct material+direct labor+manufacturing overhead
Calculate direct labor
Let direct labor be x
120%=1.2
1.2x=180000
Divide both sides by 1.2
X=180,000÷1.2
X=150,000 direct labor
Total manufacturing costs=
120,000+150,000+180,000
=450,000...answer
Hope it helps!
Given that Lucky won $1000000 and has an option of receiving $50000 p.a for 30 years, the total amount received after 30 years in case he goes for option 2 will be:
amount=(yearly payment)+(number of years)
=(50000)×(30)
=$1,500,000
This implies that the second option is best choice. Given the information, we shall conclude that the best thing to do is to calculate the present value of the annuity payments.
The answer is D]
