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The manufacturing overhead account shows debits of $480,000, $384,000, and $448,000 and one credit for $1,248,000. based on this information, what is the impact, if any, on cost of goods sold?

Sagot :

After putting all the available data in the table, the impact on the cost of goods sold will be  debited for the $64,000 of underapplied overhead. Hence, Option C is correct.

What is the cost of goods sold?

The term "cost of good sold" is used to denote the amount that has been raised by a business after paying for a cost that is directly related to the sales of a product.

It is determined according to business type, which includes what kind of product has been purchased for resale, what kind of raw material has been used; and whether packaging and direct labor.

All of these are included in the production or selling of the goods.

Debit to manufacturing overhead account = 480,000 + 384,000 + 448,000

= $1,312,000

Debit to manufacturing overhead account represents actual manufacturing overhead costs.

Actual manufacturing overhead costs = $1,312,000

Credit to manufacturing overhead account = $1,248,000

Credit to the manufacturing overhead account represents applied manufacturing overhead.

Applied manufacturing overhead = $1,248,000

Underapplied manufacturing overhead = Actual manufacturing overhead costs - Applied manufacturing overhead

= 1,312,000 - 1,248,000

= $64,000

Thus, Correct option is (C) i.e. Cost of Goods Sold will be debited for the $64,000 of underapplied overhead.

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The complete question has been attached in text form:

The Manufacturing Overhead account shows debits of $480,000, $384,000, and $448,000 and one credit for $1,248,000. Based on this information, what is the impact, if any, on the Cost of Goods Sold?

A : Cost of Goods Sold will be debited for the $64,000 of overapplied overhead

B : Cost of Goods Sold will be credited for the $64,000 of underapplied overhead

C : Cost of Goods Sold will be debited for the $64,000 of underapplied overhead

D : Cost of Goods Sold will be credited for the $64,000 of overapplied overhead

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