Respuesta :
Answer:
(A) Underapplied (2,300)
(B)
Cost of Goods Sold debit 2,300
Factory Overhead credit 2,300
It increase their COGS by 2,300 Their Gross Profit will decrease by the same amount
Explanation:
(A)
[tex]\frac{Cost\: Of \:Manufacturing \:Overhead}{Cost \:Driver}= Overhead \:Rate[/tex]
227,550 / 12,300 = 18.5
APPLIED ACTUAL HOURS X RATE
11,800 \times 18.5 = 218,300
ACTUAL (221,000)
Underapplied (2,300)
(B)
It increase their COGS by 2,300 Their Gross Profit will decrease by the same amount
Sales - COGS = Gross Profit
Sales - (COGS + 2,300 adjustment) = Gross Profit
Sales - Cogs - 2,300 = Gross Profit
The gross profit decreased 2,300
1. Determine the amount of underapplied or overapplied manufacturing overhead for the period.
First, we have to calculate the overhead rate.
Overhead rate = Cost of manufacturing overhead / Cost driver
= $227, 550 / 12,300
= $18.5
Also,
Applied overhead = Actual hour * rate
= 11,800 * $18.5
= $218,300
But Actual incurred = $221,000
Applied overhead - Actual overhead
= $218,300 - $221,000
Under applied = $2,300
Therefore, the under applied over head for the period is $2,300
2. Assume that the company's underapplied or overapplied overhead is closed to Cost of Goods Sold.
We know that;
Gross profit = Sales - Cost of goods sold
Gross profit = Sales - ( Cost of goods sold + 2,300)
Gross profit = Sales - Cost of goods sold - 2,300
Journal entry:
Dr Cost of Goods Sold 2,300
Cr Factory Overhead 2,300
It therefore means that their Cost of goods sold would increase by 2,300 whilst the Gross profit would also decrease by 2,300