Good question, I tried to solve it for half an hour and I believe I come up with something:
In order to find the total applied O/H, we need calculate the applied O/H rate per DMH. The budgeted O/H function can be written as O/H=132,000+13xDMH. Considering the budgeted normal capacity of 100,000 DMH, Fixed O/H rate per DMH is 1.32 (132,000/100,000). Therefore, total O/H rate applied = Fixed O/H Rate + Variable O/H Rate = 1.32 + 13 = 14.32$ per DMH.
Actual produced quantiy is 23,500. It requires 94,000 DMH with budgeted rates (23,500 x 4). So, total applied O/H cost is 94,000 DMH x 14.32$ per DMH = 1,346,080$.
BR.
-------------------------------------------
Yasin Duran CPA
Director/Manager
Istanbul
Turkeyyasinduran@... -------------------------------------------
Original Message:
Sent: 10-04-2013 08:15 AM
From: Ozge Yagcioglu
Subject: could you please help me
Could you please help for the calculation of 1.346.080 ?
Thanks
Study Unit 7: Cost and Variance Measures | Subunit 6: Overhead Variances
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Return to Top | | Fact Pattern: Patie Company uses a standard FIFO, process-cost system to account for its only product, Mituea. Patie has found that direct machine hours (DMH) provide the best estimate of the application of O/H. Four (4) standard direct machine hours are allowed for each unit. Using simple linear regression analysis in the form y = a + b(DMH), given that (a) equals fixed costs and (b) equals variable costs, Patie has developed the following O/H budget for a normal activity level of 100,000 direct machine hours: | ITEM (y) | a | b | | | | | | Supplies | | $ 0.50 | | Indirect Labor | $ 54,750 | 6.50 | | Depreciation -- Plant and Equipment | 27,000 | | | Property Taxes and Insurance | 32,300 | | | Repairs and Maintenance | 14,550 | 1.25 | | Utilities | 3,400 | 4.75 | | | | | | Total O/H | $132,000 | $13.00 | | | | | Actual fixed O/H incurred was $133,250, and actual variable O/H was $1,225,000. Patie produced 23,500 equivalent units during the year using 98,700 direct machine hours. | | | | Question: 14 | What is the total O/H variance? | | | | | | | | | | | Answer (D) is correct. The total O/H variance is the over- or underapplied O/H, that is, the difference between applied O/H and the actual O/H. The applied O/H was determined to be $1,346,080. The actual O/H is $1,358,250 ($133,250 + $1,225,000). Consequently, the amount of underapplied O/H is $12,170 U ($1,358,250 - $1,346,080). | | |