Page 1 - CIMA MCS Workbook February 2019 - Day 2 Suggested Solutions
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Day 2 Suggested Solutions


                                                                                  SUGGESTED SOLUTIONS


                  CHAPTER EIGHT


                  TASK 1 ‐ REPLACEMENT ANALYSIS AND CAPITAL RATIONING




                  To: Senior financial manager
                  From: Financial Manager
                  Date: Today
                  Subject: Asset replacement

                  Capital asset replacement analysis

                  Capital assets naturally wear out over time.  One question that a business has is how frequently to
                  replace the assets it uses.  This is particularly relevant for capital assets and even more so for
                  Crowncare where we need to have high quality, up to date equipment.

                  For  instance,  the  dentists’  chairs  used  by  the  company  are  in  constant  use  and  have  several
                  moving parts.  Without a working chair, the dentist will not be able to offer dental services.  If the
                  chairs owned by Crowncare are allowed to wear out to the point where it they not performing
                  adequately, this would severely compromise our ability to operate.

                  However,  the  expense  of  the  chairs  means  that  replacing  them  too  frequently  would  mean
                  significant excessive expenditure on them.  A balance therefore needs to be struck that means
                  holding  onto  them  for  long  enough  to  get  a  good  level  of  productivity  from  them,  while  not
                  holding on to them for so long that maintenance costs and downtime become prohibitive or they
                  fail completely.

                  There is a method of analysing the costs in relation to replacement cycles for capital assets called
                  equivalent annual cost analysis.

                  This involves the use of discounted cash flow techniques to calculate the present values of costs
                  for  each  possible  cycle  of  replacement.   For  instance,  we  might  wish  to  compare  the  costs  of
                  replacing on 2, 3 and 4 year cycles.

                  Once  the  present  costs  are  calculated,  another  calculation  is  needed  so  that  we  can  directly
                  compare the present costs for these cycles of different lengths.

                  By taking the present values and dividing them by an annuity factor for the length of the cycle, we
                  calculate  a  figure  that  represents  an  equivalent  annual  spend  if  we  were  to  spread  the  costs
                  evenly over the length of the cycle and repeat the cycle over and again.

                  It is then a case of comparing these annual costs to see which is cheapest.


                  This technique allows us to minimise the spend we incur on replacement.

                  However, it has some significant drawbacks, due to the assumptions made in the calculations.







                  KAPLAN PUBLISHING                                                                    91
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