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EastWind [94]
3 years ago
10

Arthur corporation has a margin of safety percentage of 25% based on its actual sales. the break-even point is $300,000 and the

variable expenses are 45% of sales. given this information, the actual profit is:
Business
1 answer:
Phantasy [73]3 years ago
4 0

Actual Profit (P) is equal to Actual Sales (S) minus Total Expenses (E). Given that the Margin of Safety percentage (M) of Total Sales is 25%, we can establish an equation relating the Total Sales, Break-even point and M. It would be S - $300,000 = 0.25S, since Margin of Safety is equal to Total Sales minus Break-even point. Solving for S would result to $400,000. Given that E is equal to 45% of S, E would then be equal to $180,000. Solving for P, P = $400,000 - $180,000. Therefore, P is equal to $220,000.

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Gannon Company acquired 10,000 shares of its own common stock at $20 per share on February 5, 2014, and sold 5,000 of these shar
DiKsa [7]

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The credit entry for the issue of 5000 shares is:

Cr Treasury stock                                       $100,000

Cr Paid-in capital from treasury stock          $35,000

Explanation:

The par value of the common stock issue($20 per share) is credited to treasury stock account, while the excess of issue price of $27 over the par value of $20, $7 per share is credited to paid-in capital from treasury stock

The full double entries for the issue of 5000 shares is as follows:

Dr Cash ($27*5000)                                                 $135,000.00  

Cr Treasury stock($20*5000)                                                          $100,000

Cr Paid-in capital from treasury stock($7*5000)                                $35,000

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3 0
3 years ago
Gable Company uses three activity cost pools. Each pool has a cost driver. Information for Gable Company follows:
Amiraneli [1.4K]

Answer:

Results are below.

Explanation:

<u>First, we need to calculate the activity rate for each activity:</u>

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

Machining= 312,000/80,000= $3.9 per machine hour

Designing costs= 73,600/8,000= $9.2 per design hour

Setup costs= 71,600/500= $143.2 per batch

<u>Now, we can allocate overhead to each product:</u>

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

<u>Product A:</u>

Machining= 3.9*30,000= 117,000

Designing costs= 9.2*3,200= 29,440

Setup costs= 143.2*50= 7,160

Total overhead= $153,600

<u>Product B:</u>

Machining= 3.9*40,000= 156,000

Designing costs= 9.2*1,800= 16,560

Setup costs= 143.2*175= 25,060

Total overhead= $197,620

<u>Product C:</u>

Machining= 3.9*10,000= 39,000

Designing costs= 9.2*3,000= 27,600

Setup costs= 143.2*275= 39,380

Total overhead= $105,980

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