Question

In: Accounting

Board? Games, Inc. makes board games. The following data pertains to the last six? months:            ...

Board? Games, Inc. makes board games. The following data pertains to the last six? months:

            Direct Labor Hours                     Manufacturing Overhead

Month 1: ?45,000                                      $295,000

Month 2: ?60,000 ?$320,000

Month 3: ?57,000 ?                                    $323,000

Month 4: ?52,000    ?$247,250

Month 5: ?34,000                                   ?$178,200

Month 6: ?25,000    ?$162,500

Based on this? data, what would the estimated manufacturing overhead be at a level of? 48,000 direct labor? hours?

Solutions

Expert Solution

The estimated manufacturing overhead be at a level of? 48,000 direct labor? hours

$ 266,000

Working:

In given question, different manufacturing overhead is given for different direct labor hours.
So, in such type of questions, first of all calculate fixed costs and variable cost per unit.So, that we can calculate
total cost at any level.
As per high-Low method,
Variable cost per direct labor hour = (A-B)/(H-L) Where,
= (320000-162500)/(60000-25000) A Total cost at hiighest level of activity $ 3,20,000
= $             4.50 B Total cost at lowest level of activity $ 1,62,500
H Highest level of activity         60,000
L Lowest level of activity         25,000
Now we calculate fixed cost as follows;
Either highest level of Lowest level of
60,000 hours or 25,000 hours
Total cost $     3,20,000 $       1,62,500
Less Variable cost $     2,70,000 $       1,12,500
(60000*4.50) (25000*4.50)
Fixed Cost $         50,000 $           50,000
Fixed cost is remain same for all different level.So, fixed cost is $         50,000
Now, formula of total cost = A+B*x Where,
A Fixed Cost
B Variabele cost per unit
x Total level of activity
So, total manufacturing cost at 48,000 direct labor hours is calculated as follows:
Total Manufacturing cost = A+B*x Where,
= 50000+4.50*48000 A Fixed Cost $           50,000
= $ 2,66,000 B Variabele cost per hour $               4.50
x Total level of activity               48,000 hours

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