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GuDViN [60]
3 years ago
6

Fusaro Corporation uses a predetermined overhead rate base on machine-hours that it recalculates at the beginning of each year.

The company has provided the following data for themost recent year.Estimated total fixed manufacturing overhead fromthe beginning of the year $ 684,000Estimated activity level from the beginning of theyear 40,000 machine-hoursActual total fixed manufacturing overhead $ 616,000Actual activity level 37,700 machine-hoursThe amount of manufacturing overhead that would have been applied to all jobs during the period is closest to:A) $644,670B) $684,000C) $68,000D) $580,580
Business
1 answer:
andrew-mc [135]3 years ago
5 0

Answer:

The correct answer is A.

Explanation:

Giving the following information:

Fusaro Corporation uses a predetermined overhead rate base on machine-hours.

Estimated total fixed manufacturing overhead= $684,000

Estimated activity level= 40,000 machine-hours

Actual activity level 37,700 machine-hours

First, we need to calculate the predetermined overhead rate:

Estimated manufacturing overhead rate= total estimated overhead costs for the period/ total amount of allocation base

Estimated manufacturing overhead rate= 684,000/40,000= $17.1 per machine hour

Now, we can allocate the manufacturing overhead:

Allocated MOH= Estimated manufacturing overhead rate* Actual amount of allocation base

Allocated MOH= 17.1* 37,700= $644,670

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<h2>Question:</h2>

As the data in incomplete, lets consider the data found on the net for the same question

DATE         LIBOR

week 1        1.98%

week 2       1.64%

week 3       1.54%

week 4       1.31%

week 5       1.57%

week 6       1.69%

week 7       1.66%

week 8       1.94%

week 9       1.92%

(This data in not given in the question. If some values differ from this data, just change the that value in the method below and you'll get your answer)

<h2></h2><h2>Answer:</h2>

Floating rate = 0.25%

Maximum rate = 2.24%

Minimum rate = 1.71%

General formula for for finding rate of interest of a week

Week Rate = Previous Week's Rate (LIBOR from table) + Floating Rate

Lets find the values:

Week 2 rate  = Week 1 rate + 0.25%   = 1.98% + 0.25% = 2.23%

Week 3 rate  = Week 2 rate + 0.25%  = 1.64% + 0.25% = 1.89%

Week 4 rate  = Week 3 rate + 0.25%  = 1.54% + 0.25% = 1.79%

Week 5 rate  = Week 4 rate + 0.25%  = 1.31% + 0.25% = 1.56%

Week 5 rate is lower than the minimum rate, rate of Week 5 can be taken as minimum rate

Week 5 rate = 1.71%

Week 6 rate  = Week 5 rate + 0.25%  = 1.57% + 0.25% = 1.82%

Week 7 rate  = Week 6 rate + 0.25%  = 1.69% + 0.25% = 1.94%

Week 8 rate  = Week 7 rate + 0.25%  = 1.66% + 0.25% = 1.91%

Week 9 rate  = Week 8 rate + 0.25%  = 1.94% + 0.25% = 2.19%

Week 10 rate = Week 9 rate + 0.25%  = 1.92% + 0.25% = 2.17%

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Adding all of that would equal to $1,346
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Dorsey Company manufactures three products from a common input in a joint processing operation. Joint processing costs up to the
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Answer:

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Sales value after further processing       $494,940   $656,030   $248,820

(14,600*$33.90), (22,700*$28.90),

(5,800*$42.90)

Costs of further processing                      <u>$91,990</u>     <u>$133,305</u>    <u>$62,660</u>

Benefits of further processing                 $402,950   $522,725   $186,160

Less: Sales value at split-off point           <u>$408,800</u>   <u>$499,400</u>   <u>$197,200</u>

(14,600*$28.00), (22,700*$22.00),

(5,800*$34.00)

Net advantage / (Disadvantage)            <u>$(5,850)</u>     <u>$23,325 </u>      <u>$(11,040)</u>

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Read 2 more answers
Isabel, a calendar-year taxpayer, uses the cash method of accounting for her sole proprietorship. In late December she received
aleksley [76]

Answer:

A. $11,970

B. $11,890

C. January

Explanation:

a. Calculation for the after-tax cost if Isabel pays the $19,000 bill in December

After-tax cost=$19,000 - ($19,000 x 37%)

After-tax cost= $19,000 - $7,030

After-tax cost= $11,970

Therefore the after-tax cost if Isabel pays the $19,000 bill in December will be $11,970

b. Calculation for the after-tax cost if Isabel pays the $19,000 bill in January

First step is to calculate the cost before taxes

Cost before taxes = $19,000 - ($19,000 x 8%/12) Cost before taxes= $19,000 - $127

Cost before taxes= $18,873

Now let calculate the After-tax cost

After-tax cost = $18,873 - ($18,873 x 37%)

After-tax cost= $18,873 - $6,983

After-tax cost = $11,890

Therefore the after-tax cost if Isabel pays the $19,000 bill in January will be $11,890

c. Based on the above calculation for both a and b, Isabel should pay the amount of $19,000 bill in January reason that it has the lowest cost of debt of the amount of $11,890 compare to December which has the cost of debt of the amount of $11,970.

5 0
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