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aliina [53]
3 years ago
10

Factory Overhead Rates, Entries, and Account Balance Sundance Solar Company operates two factories. The company applies factory

overhead to jobs on the basis of machine hours in Factory 1 and on the basis of direct labor hours in Factory 2. Estimated factory overhead costs, direct labor hours, and machine hours are as follows: Factory 1 - Factory 2 Estimated factory overhead cost for fiscal year beginning March 1 $12,900,000 - $10,200,000 Estimated direct labor hours for year 250,000 Estimated machine hours for year 600,000 Actual factory overhead costs for March $12,990,000 - $10,090,000 Actual direct labor hours for March 245,000 Actual machine hours for March 610,000 a. Determine the factory overhead rate for Factory 1. $ per machine hour b. Determine the factory overhead rate for Factory 2. $ per direct labor hour
Business
1 answer:
Kipish [7]3 years ago
8 0

Answer:

A) $21.50 per machine hour

B) $40.80 per direct labor hour

Explanation:

A) factory 1 overhead ⇒ on the basis of direct machine hours.

overhead rate factory 1 = estimated total overhead costs factory 1 / estimated machine hours

= $12,900,000 / 600,000 machine hours = $21.50 per machine hour

B) factory 2 overhead ⇒ on the basis of direct labor hours.

overhead rate factory 2 = estimated total overhead costs factory 1 / estimated labor hours

= $10,200,000 / 250,000 labor hours = $40.80 per direct labor hour

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Answer:

Instructions are listed below.

Explanation:

Giving the following information:

Purchasing cost= $150,000.

The company estimated that the machine will have a salvage value of $12,000. The machine is expected to be used for 10,000 working hours during its 5-year life.

1) Straight-line:

Annual depreciation= (original cost - salvage value)/estimated life (years)

Annual depreciation= (150,000 - 12,000)/5= 27,600

<u>2020:</u>

Annual depreciation= (27,600/365)*92 days= $6,956.71

2) Units of activity:

Annual depreciation= [(original cost - salvage value)/useful life of production in units]*units produced

Annual depreciation= [(150,000 - 12,000)/10,000]*1.700= $23,460

3) Double-declining balance:

Annual depreciation= 2*[(book value)/estimated life (years)]

Annual depreciation= 2*27,600= 55,200

<u>2020:</u>

Annual depreciation= 55,200/365*92= 13,913.42

<u>2021:</u>

Annual depreciation= [138,000 - 13,913.42)/5]*2= 49,634.63

5 0
3 years ago
On August 1, 2016, Rocket Retailers adopted a plan to discontinue its catalog sales division, which qualifies as a separate comp
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Answer:

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before tax loss on discontinued operations

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Explanation:

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The table below presents the average and marginal cost of producing cheeseburgers per hour at a roadside diner.
Butoxors [25]

Answer:

a. At a quantity of 40 cheeseburgers per hour, the average total cost of production is<u> falling </u>and the marginal cost of cheeseburger production is <u>rising</u>.

b. At a quantity of 60 cheeseburgers per hour, the average variable cost of production is <u>  rising </u> and the average total cost of cheeseburger production is <u>at a minimum</u>.

Explanation:

a. At a quantity of 40 cheeseburgers per hour, the average total cost of production is<u> </u><em><u>falling </u></em>and the marginal cost of cheeseburger production is <em><u>rising</u></em>.

From the table in the question, it can be observed that the average total cost of production at a quantity of 30 cheeseburgers per hour is higher than the average total cost of production at a quantity of 40 cheeseburgers per hour, while the average total cost of production at a quantity of 50 cheeseburgers per hour is lower than the average total cost of production at a quantity of 40 cheeseburgers per hour. This implies that at a quantity of 40 cheeseburgers per hour, the average total cost of production is<u> falling.</u>

Also from the table in the question, it can be observed that the marginal cost of production at a quantity of 30 cheeseburgers per hour is lower than the marginal cost of production at a quantity of 40 cheeseburgers per hour, while the marginal cost of production at a quantity of 50 cheeseburgers per hour is higher than the marginal cost of production at a quantity of 40 cheeseburgers per hour. This implies that at a quantity of 40 cheeseburgers per hour, the marginal cost of production is<u> rising.</u>

b. At a quantity of 60 cheeseburgers per hour, the average variable cost of production is <u> </u><em><u> rising</u></em><u> </u> and the average total cost of cheeseburger production is <em><u>at a minimum</u></em>.

From the table in the question, it can be observed that the average variable cost of production at a quantity of 50 cheeseburgers per hour is lower than the average variable cost of production at a quantity of 60 cheeseburgers per hour, while the average variable cost of production at a quantity of 70 cheeseburgers per hour is higher than the average variable cost of production at a quantity of 60 cheeseburgers per hour. This implies that at a quantity of 60 cheeseburgers per hour, the average variable cost of production is<u> rising.</u>

Also from the table in the question, it can be observed that the average total cost of cheeseburger production at quantities of 50 and 60 cheeseburgers per hour are equal and the lowest on the table, this implies that the average total cost of cheeseburger production is <u>at a minimum</u> at a quantity of 60 cheeseburgers per hour.

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