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Answer :
Final answer:
The manufacturing overhead rate for Edwards Company is $9 per machine hour. At January 31, there is an underapplied overhead of $12,000. At December 31, the total overhead costs and actual machine hours used throughout the year must be compared to the applied overhead to determine the over- or underapplied amount for the year.
Explanation:
The manufacturing overhead rate is calculated by dividing the total expected overhead costs by the estimated machine usage. For Edwards Company, the calculation is $1,800,000 / 200,000 hours, which equals $9 per machine hour.
To determine the amount of over- or underapplied overhead at January 31, you compare the actual costs incurred to the applied overhead based on machine hours used. With $186,000 actual cost and 22,000 machine hours used, the applied overhead is 22,000 hours × $9/hour = $198,000. Thus, there is an underapplied overhead of $198,000 - $186,000 = $12,000 at the end of January.
At December 31, after incurring additional costs and machine hours, the total overhead will be recomputed with the actual figures. The actual overhead is $186,000 + $1,940,000, and the actual machine hours are 22,000 + 214,000. The applied overhead is 236,000 hours × $9/hour. The difference between the total actual overhead and the total applied overhead gives us the amount of over- or underapplied overhead for the year.
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Answer:
Predetermined overhead rate = $9
January = $12,000 over applied
December - $2,000 under applied
Explanation:
For computing the ended overhead amount, first, we have to compute the predetermined overhead rate. The formula is shown below:
Predetermined overhead rate = (Total estimated manufacturing overhead) ÷ (estimated machine labor-hours)
= $1,800,000 ÷ 200,000 hours
= $9
Now we have to find the actual overhead for the January month which equal to
= Actual machine labor-hours × predetermined overhead rate
= 22,00 hours × $9
= $198,000
So, the ending overhead equals to
= Actual manufacturing overhead - actual overhead
= $186,000 - $198,000
= $12,000 over applied
And, the actual manufacturing overhead for the December month which equal to
= $186,000 + $1,940,000
= $2,126,000
Actual overhead = (22,000 + 214,000) × 9 = $2,124,000
So, the ending overhead equals to
= Actual manufacturing overhead - actual overhead
= $2,126,000 - $2,124,000
= $2,000 under applied