Answer:
29.71 per machine-hour
Explanation:
Buker corporation has an estimated machine hours of 74,000
The estimated variable manufacturing overhead is 7.67 per-machine hour
The estimated total fixed manufacturing overhead is $1,630,960
The first step is to calculate the estimated overhead cost
= (74,000×7.67) + $1,630,960
= 567,580 + $1,630,960
= $2,198,540
Therefore, the predetermined overhead rate can be calculated as follows
Predetermined Overhead rate= Estimated manufacturing overhead cost/Estimated machine hours allocated
= $2,198,540/74,000
= 29.71 per machine-hour
Hence predetermined overhead rate for the recently completed year was closest to 29.71 per machine-hour
Answer:
$559,000
Explanation:
Data provided as per the question below:-
Sales = $915,000
Variable cost of goods sold = $253,000
Fixed cost of goods sold = $103,000
The computation of gross margin is shown below:-
Gross Margin = Sales - Variable cost of goods sold - Fixed cost of goods sold
= $915,000 - $253,000 - $103,000
= $915,000 - $356,000
= $559,000
To show that you have experience in the working field like if you're working in construction, masonry, carpentry, ect. But you want to be a brick welder and your employer will look at your job history and see the experience in the jobs that you worked for in the previous years and he would have a higher percentage of hiring you because of your experience.
Answer:
Zack's adjusted gross income
His adjusted gross income is equal to his gross income minus eligible deductions.
Adjusted gross income (AGI) = gross income - deductions for AGI
= $74,000 - $5,000
= $69,000
Zack's taxable income
His taxable income is equal to his AGI minus itemized deductions minus tax prepayments minus tax credits.
Taxable Income = $69,000 - $2,500 - $8,400
= $58,100
Answer:
$490,566.04
Explanation:
Calculation for how much will you pay for the policy
Using this formula
Present value of perpetuity= Investment policy Annual inflows/ Required rate of return
Let plug in the formula
Present value of perpetuity=$26,000/0.053
Present value of perpetuity=$490,566.04
Therefore the amount that you will pay for the policy is $490,566.04
