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Harlamova29_29 [7]
2 years ago
10

Using the firm's volume- based costing, applied factory overhead per unit for the Great P model is (rounded to the nearest cent)

: $65.43. $45.99. $61.32. $54.04. $43.42.
Business
1 answer:
Marysya12 [62]2 years ago
5 0

Answer:

$45.99

Explanation:

Calculation for the applied factory overhead per unit for the Great P model

First step is to Calculate the total direct labour cost of High F and Great P

High F $175,200

($10,000*$17.52)

Great P $210,240

($16,000*$13.14)

Total direct labour cost $385,440

Second step is to calculate the factory overhead rate

Using this formula

Factory overhead rate=Budgeted factory Overhead cost/Allocation base

Let plug in the formula

Factory overhead rate=$1,349,040/$385,440

Factory overhead rate=350%

Now let calculate factory overhead per unit for the Great P

Direct labor cost per unit of product Great P $13.14

Great P Factory overhead per unit =$13.14*350%

Great P Factory overhead per unit =$45.99

Therefore Using the firm's volume- based costing, applied factory overhead per unit for the Great P model is $45.99

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Contribution margin is:
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Sales less variable production, variable selling, and variable administrative expenses.

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When firms purchase new capital we call this _____
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Read 2 more answers
Maria Lorenzi owns an ice cream stand that she operates during the summer months in West Yellowstone, Montana. She is unsure how
ddd [48]

Answer:

1. $2,185

2. Percentage increase 14%. Sales decrease -22%

3. $1,805

4. -17.4%

Explanation:

1. In calculating the profit for the first week we will simply deduct the costs from the sales.

= Sales - Fixed Costs - Variable costs

= (1,800 cones * 3.5) - 2,675 - ( 1,800 cones * 0.8)

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$2,185 is her profit for the first week.

2. Percentage increase in selling price will be,

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= 1,400 - 1,800 / 1,800 * 100%

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3. Using the first questions method we have,

= (1,400 * 4) - 2,675 - (1,400 * 0.8)

= 5,600 - 2,675 - 1,120

= $1,805

$1,805 is her profit for the second week.

4. Decrease in profit

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= -17.4%

Maria Lorenzi suffered a decrease in profit of -17.4% as a result of raising her prices by 14%.

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