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ankoles [38]
2 years ago
14

Gene Simmons Company uses normal costing in each of its three manufacturing departments. Factory overhead is applied to producti

on on the basis of machine hours in Department A, direct labor cost in Department B, and direct labor hours in Department C. The following annual, budgeted data is available for the year:
first column is dept a then b then c going left to right
Factory Overhead $380,000 $420,000 $510,000
Direct Labor Cost $480,000 $600,000 $600,000
Direct Labor Hours 40,000 18,000 25,000
Machine Hours 95,000 70,000 35,000
The following actual information is available for January of the current year for each department: first column is dept a then b then c going left to right
Direct Materials Used $31,700 $57,600 $44,600
Direct Labor Cost $28,125 $53,000 $50,400
Factory Overhead $35,640 $36,040 $38,220
Direct Labor Hours Used 1,250 2,300 2,100
Machine Hours Used 8,100 1,440 1,280
REQUIRED:
A. Assume that Gene Simmons Company uses actual costing.
1. Compute the actual overhead rate for January for each department. Dept A Dept B Dept C
2. If one of the units produced in Department A used 650 machine hours, how much overhead cost would be applied to that unit?
3. What two disadvantages are associated with actual costing?
Assume that Gene Simmons Company uses normal costing.
1. How does normal costing "solve" the two problems associated with actual costing?
2. Compute the pre-determined annual overhead rate for the current year for each department. Dept A Dept B Dept C
3. Compute the manufacturing overhead applied in January in each department. Dept A Dept B Dept C
4. Compute under- or over-applied overhead at the end of January in each department. Dept A Over or Under (circle one) Dept B Over or Under (circle one) Dept C Over or Under (circle one)
5. On January 31, how will the balances of the Factory Overhead accounts be reported on the financial statements?
6. On December 31 (the end of the year), how will the balances of the Factory Overhead accounts be reported on the financial statements?
Business
1 answer:
kolbaska11 [484]2 years ago
7 0

Answer:

<u>Required A</u>

Part 1

<em>Actual overhead rate = Actual Overheads ÷ Actual hours used</em>

Therefore,

Dep A = $35,640 ÷ 8,100 = $4.40

Dep B = $36,040 ÷ 1,440 = $25.03

Dep C = $38,220 ÷ 1,280 = $29.86

Part 2

<em>Overheads applied = Overhead rate × hours used</em>

Therefore,

Overheads applied = $4.40 × 650 hours = $2,860

Part 3

1. Actual costing delays product costing as the information is only available after the period.

2. Difficult to deal with for fluctuating or seasonal sales as new rates always need to be calculated.

<u>Required B</u>

Part 1

1. Product Costing can be done on time hence price setting can also be done at an earlier stage.

2. Rates are determined consistently for fluctuating or seasonal sales

Part 2

<em>Predetermined overhead rate = Budgeted Overheads ÷ Budgeted hours </em>

Therefore,

Dep A = $380,000 ÷ 95,000 = $4.00

Dep B = $420,000 ÷ 70,000 = $6.00

Dep C = $510,000 ÷ 35,000 = $14.57

Part 3

<em>Overheads applied = Predetermined overhead rate × hours used</em>

Therefore,

Overheads applied for January,

Department A = $4.00 × 8,100 hours = $32,400

Department B = $6.00 × 1,440 hours = $8,640

Department C = $14.57 × 1,280 hours = $18,649.60

Part 4

If <em>Actual Overheads > Applied Overheads</em>, we say overheads are under-applied,

and

If <em>Applied Overheads > Actual Overheads</em>, we say overheads are over-applied.

Therefore,

<u>Department A :</u>

Actual Overheads = $35,640

Applied Overheads = $32,400

Therefore, overheads are under-applied by $3,240

<u>Department B :</u>

Actual Overheads = $36,040

Applied Overheads = $8,640

Therefore, overheads are under-applied by $27,400

<u>Department C :</u>

Actual Overheads = $38,220

Applied Overheads = $18,649.60

Therefore, overheads are under-applied by $19,570.40

Part 5

<u>Department A</u>

Cost of Sales = $3,240

<u>Department B</u>

Cost of Sales = $27,400

<u>Department C</u>

Cost of Sales = $19,570.40

Part 6

<u>Department A</u>

Cost of Sales = $3,240

<u>Department B</u>

Cost of Sales = $27,400

<u>Department C</u>

Cost of Sales = $19,570.40

Explanations :

See the formulas and calculations tied together with the solution above.

Note that :

If <em>Actual Overheads > Applied Overheads</em>, we say overheads are under-applied,

and

If <em>Applied Overheads > Actual Overheads</em>, we say overheads are over-applied.

Also that ,

Balances in the Overheads Account are closed off against the Cost of Goods Sold in the Income Statement.

 

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tatiyna

Answer:

$5,000= ending inventory

Explanation:

Giving the following information:

Gross margin is normally 40% of sales.

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beginning inventory= $2,500

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First, we need to determine the cost of goods sold:

COGS= 25,000*0.6= 15,000

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COGS= beginning inventory + cost of goods purchased - ending inventory

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How can firms ensure that their code of business ethics is read, understood, believed, remembered, and acted on rather than igno
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Answer: The best way to ensure that your company has read and understand the code of ethics is to establish a policy for employees to read it every year and that at the end of the reading, take a knowledge test with a minimum of 90% to pass.

Explanation: The code of ethics establishes parameters that standardize the behavior of people linked to a company. By conducting the assessment every year you ensure that people refresh the code of ethics. You can also offer tutorials that serve to get the message better before the evaluation and if someone fails the evaluation, that person must repeat it until they qualify at this 90%.

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Childress Company produces three products, K1, S5, and G9. Each product uses the same type of direct material. K1 uses 4 pounds
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Answer:

The contribution per pound for K1, S5, and G9 is $64 per pound, $27 per pound, and $66 per pound respectively.

Explanation:

The contribution margin shows a difference between selling price per unit and the variable cost per unit.

In equation, it is displayed below:

Contribution per unit = Selling price per unit - Variable cost per unit

Since, in the question we have to calculate the contribution margin per pound  for each of the three products. So by using the above equation, the calculation can be made which is shown below:

Contribution margin per pound for Product K1

= K1 Selling price per pound - K1 Variable cost per pound

= $160- $96

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Contribution margin per pound for Product S5

= S5 Selling price per pound - S5 Variable cost per pound

= $112- $85

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Contribution margin per pound for Product G9

= G9 Selling price per pound - G9 Variable cost per pound

= $210- $144

=$66 per pound

Other costs and production level is immaterial while calculating contribution margin for these three products.

Hence, the contribution per pound for K1, S5, and G9 is $64 per pound, $27 per pound, and $66 per pound respectively.

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Answer:premium

Explanation:

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Answer:

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