Page 73 - BA2 Integrated Workbook STUDENT 2018
P. 73

Overhead analysis




               Going back to our example:
                                       Prod cost centre 1       Prod cost centre 2
               Total overheads             $111,090                 $100,710
               Labour hours                   15,000                   10,000
               Machine hours                  20,000                    6,000

               You must read each question to establish the basis on which production overheads
               are absorbed. This is often labour hours, machine hours or units. In the above
               example we will assume that department 1 would absorb overheads on the basis of
               machine hours as it is more machine hour intensive, while production department 2
               would use labour hours as it is more labour intensive.

               OAR for production cost centre 1 = $111,090 ÷ 20,000 = $5.55 per machine hour

               OAR for production cost centre 2 = $100,710 ÷ 10,000 = $10.07 per labour hour


               3.3   Applying the overhead absorption rate

               We now know that for every machine hour a unit uses in production cost centre 1, it
               will pick up $5.55 and for every labour hour a unit uses in production cost centre 2, it
               will pick up $10.07.

               Consider the following data for product XX:
                                                    Prod cost centre 1         Prod cost centre 2
               Labour hours per unit                         5                           3
               Machine hours per unit                        2                           4


               The overhead one unit of product XX will pick up is:

               Production cost centre 1: 2 machine hours × $5.55 = $11.10

               Production cost centre 2: 3 labour hours × $10.07 = $30.21


               Remember: this is the overhead, or indirect cost, to be picked up by each unit
               of XX. To find the total cost of a unit of XX the direct costs must be added on.




















                                                                                                       67
   68   69   70   71   72   73   74   75   76   77   78