Page 42 - BA2 Integrated Workbook - Student 2017
P. 42

Chapter 3





                          High-Low method




               This method picks out the highest and lowest activity levels from the available data
               and investigates the change in cost which has occurred between them.

               From this, the variable cost per unit and the fixed cost element can be calculated.


               2.1  Using the high-low method

               Consider the following data for a semi-variable cost:

                                                Activity level                    Cost incurred
               Month                                (units)                             ($)

               Quarter 1                            10,000                             38,300
               Quarter 2                            12,000                             42,700
               Quarter 3                             9,000                             35,700
               Quarter 4                            14,000                             47,200

               The highest activity level occurred in Quarter 4 and the lowest in Quarter 3.

               Always select the highest and lowest activity levels, NOT the highest and lowest
               costs.


                                                              Change in cost
                                  Variable cost =         ––––––––––––––––––
                                                         Change in activity level


                                                                $47,200 – $35,700
               So, variable cost =                            ––––––––––––––––––               = $2.30
                                                                  14,000 – 9,000

               Substituting this back in to the data for Quarter 3, we can calculate the fixed cost:


                                                                                $
               Total cost                                                    35,700
               Variable cost (9,000 units × $2.30)                           20,700
                                                                            ————
               Therefore, fixed cost                                        $15,000

                                                                            ————




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