Given Information:
Expected overheads: $ 15,000,000
Expected machine hours: 100,000 machine hours
Solution:
(a) Expected overhead per machine hour = Total Expected overhead
Total machine hours
= $ 15,000,000
100,000 machine hours
= $ 150 per machine hours
Overhead to be applied to each product for the month of January assuming machine hour as the cost driver is as follows:
|
Particulars |
Product X |
Product Y |
Product Z |
|
Machine hours used by each product during the month of January (Machine hours) |
4000 |
2000 |
3000 |
|
Expected Overhead rate per machine hour (as calculated above) ($) |
150 |
150 |
150 |
|
Total overheads applied for each product during the month of January ($) |
600,000 (4000*150) |
300,000 (2000*150) |
450,000 (3000*150) |
(b) Calculation for identifying how much of the overheads applied will be in the inventory and how much will be in the cost of goods sold. Is as follows
Overhead’s applied which will be in the Inventory-
|
Particulars |
Product X |
Product Y |
Product Z |
|
Total overheads applied for each product during the month of January [Refer above] ($) |
600,000 |
300,000 |
450,000 |
|
Percentage of units of each product not sold during the month of January (%) |
40 |
60 |
75 |
|
Applied overheads which will be in the cost of goods sold ($) |
240,000 (600,000 * 40%) |
180,000 (300,000*60%) |
337,500 (450,000*75%) |
Overhead’s applied which will be in the cost of goods sold
|
Particulars |
Product X |
Product Y |
Product Z |
|
Total overheads applied for each product during the month of January [Refer above] ($) |
600,000 |
300,000 |
450,000 |
|
Percentage of units of each product sold during the month of January (%) |
60 |
40 |
25 |
|
Applied overheads which will be in the cost of goods sold ($) |
360,000 (600,000 * 60%) |
120,000 (300,000*40%) |
112,500 (450,000*25%) |
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