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antoniya [11.8K]
3 years ago
9

Pigot Corporation uses job costing and has two production departments, M and A. Budgeted manufacturing costs for the year are as

follows: Dept. M Dept. A Direct materials $ 700,000 $ 100,000 Direct labor 200,000 800,000 Factory overhead 600,000 400,000 The actual direct materials and direct labor costs charged to Job. No. 432 during the year were as follows: Direct materials $ 25,000 Direct labor: Department M $ 8,000 Department A 12,000 20,000 Pigot applies manufacturing overhead to production orders on the basis of direct labor cost using departmental rates predetermined at the beginning of the year based on the annual budget. The total cost associated with Job. No. 432 for the year should be:a.$165,000 b.$146,500 c.$143,500 d.$200,500
Business
1 answer:
zlopas [31]3 years ago
7 0

Answer:

Correct option is D.

<u> $200,500 </u>

Explanation:

Manufacturing overhead = [($651,000/217,000) × $25,000] + [($417,000/834,000) × $29,000] = $89,500

Total cost associated with Job. No. 432 = $57,000 + $54,000 + $89,500 = $200,500

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Answer:

$200 (a deduction)

Explanation:

The accounting standard for inventories IAS 2 requires that inventory be carried at the lower of cost or net realizable value. Inventory will initially be recognized at the cost ( which includes the cost of the item and other associated cost such as freight ). However, its carrying amount must be reviewed to ensure it is not higher than the realizable value.

Given that the selling price is now $15 which is lower than the cost of $16, it means that the amount that can be realized from the sale of a unit is $15.

= $16 - $15

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2 years ago
Department C had direct materials EUP cost of $4.00 and conversion EUP cost of $2.50. If the department had 38,000 units complet
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Answer:

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Explanation:

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Answer:

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Explanation:

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PV= PMT\times \frac{(1-\frac{1}{1+r^n})}{r}

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Mr. Hopper expects to retire in 30 years, and he wishes to accumulate $1,000,000 in his retirement fund by that time. If the int
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Answer:

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Annual deposit = $4100

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Annual deposit = $4100

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