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Margaret [11]
2 years ago
7

The Year 1 selling expense budget for Karin Corporation is as follows: Budgeted sales $2,500,000 Selling costs: Delivery expense

s $25,000 Commission expenses 75,000 Advertising expenses 20,000 Office expenses 12,000 Miscellaneous expenses 30,000 Total $162,000 Delivery and commission expenses vary proportionally with budgeted sales in dollars. Advertising and office expenses are fixed. Miscellaneous expenses include $10,000 of fixed costs. The rest varies with budgeted sales in dollars. The Year 2 budgeted sales is $3,400,000. What will be the value for commission expenses in the Year 2 selling expense budget? Group of answer choices $102,000 $24,000 $48,000 $122,000
Business
1 answer:
vesna_86 [32]2 years ago
3 0

Answer:

The correct answer is A.

Explanation:

<u>First, we need to separate the fixed from the variable components:</u>

Fixed costs:

Advertising expenses 20,000

Office expenses 12,000

Miscellaneous expenses 10,000

Variable costs:

Delivery expenses $25,000

Commission expenses 75,000

Miscellaneous expenses 20,000

Total $120,000

N<u>ow, the proportion of variable costs to sales:</u>

Total selling expense proportion= 120,000/2,500,000= 0.048

For each variable cost:

Delivery expenses= 25,000/120,000= 0.20

Commission expenses= 75,000/120,000=  0.63

Miscellaneous expenses= 20,000/120,000= 0.17

<u>Finally, for $3,400,000 sales:</u>

Total variable cost= 3,400,000*0.048= $163,200

Comissions= 0.63*163,200= $102,816

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Vsevolod [243]

The first step you need to do to solve this problem is to calculate the contribution margin per unit for each model:

Model                                                                                   a12                         b22                         c124

Sales Price per unit                                                          50                           100                         400

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Contribution Margin per unit                                      15                           30                           100

The next step is to calculate the weighted-average contribution margin per unit for the sales mix using the following formula:

Model a12 CM per Unit × Model a12 Sales Mix Percentage<span>
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+ Model c124 CM per Unit × Model c124 Sales Mix Percentage
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Contribution Margin per unit                                      15                           30                           100

X Sales Mix Percentage                                                 60%                        15%                        25%

WACM                                                                                  9                              4.5                          25

Weighted Average Unit Contribution Margin (sum)                         38.5

The next step is to find the break-even point using the WACM.

<span> <span><span> <span> Total Fixed Cost </span> <span> $269,500 </span> </span> <span> <span> ÷ Weighted Average CM per Unit </span> <span> $38.50 </span> </span> <span> <span> Break-even Point in Units of Sales Mix </span> <span> 7,000 </span> </span> </span></span>

 

The next step is to calculate the number of units of each model at break-even point

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Answer:

The correct answers are letters "B" and "D".

Explanation:

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The supply function for good X is given by Q x s = 200 + 4P X - 3P Y - 5P W, where P X is the price of X, P Y is the price of go
MissTica

Answer: 1300

Explanation:

From the equation,

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Putting the figures back into the supply equation, we have:

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