In: Finance
You are assisting the management accountant with sales forecast of two brands – Y and Z – for the next three quarters of 2019. Brand Y has a steady, increasing trend in sales of 2% a quarter and Brand Z a steadily falling trend in sales of 3% a quarter. Brand Y are subject to seasonal variations as a proportion to the sales units as follows: Quarter 1 2 3 4 Seasonality -30% 0% -30% 60% Brand Z however is subject to seasonal variations in sales units as follows Quarter 1 2 3 4 Seasonality (in sales unit) -112 10 -70 172 The last four quarters unit sales are shown below: 2018 Q2 2018 Q3 2018 Q4 2019 Q1 Brand Y 331 237 552 246 Brand Z 873 593 1,314 558 Required Produce sales forecast for the remaining three quarters of 2019 for each brand.
Brand--Y--Taking seasonality into a/c 2019 qtr. 1 sales before seasonal variation is 246/70%*100%= 351 |
Brand Y | ||||||||
2018 Qtr.1 | 2018 Qtr. 2 | 2018 Qtr.3 | 2018 Qtr.4 | 2019 Qtr.1 | 2019 Qtr.2 | 2019 Qtr.3 | 2019 Qtr.4 | |
331 | 237 | 552 | 246 | |||||
-30% | 0% | -30% | 60% | 351.43 | 358.46 | 365.63 | 372.94 | Prev*1.02 |
0% Var. | 365.63*(1-30%)= | 372.94*1.6= | ||||||
246 | 358.46 | 255.94 | 596.70 | Seasonal quarterly effects | ||||
246 | 358 | 256 | 597 | Rounded-off to |
Brand--Z--Taking seasonality into a/c 2019 qtr. 1 sales before seasonal variation must have been 558+112=670 |
Brand Z | ||||||||
873 | 593 | 1314 | 558 | |||||
-112 | 10 | -70 | 172 | 670 | 649.9 | 630.40 | 611.49 | Prev.*(1-3%) |
649.9+10= | 630.4-70= | 611.49+172= | ||||||
558 | 659.9 | 560.40 | 783.49 | Seasonal quarterly effects | ||||
558 | 660 | 560 | 783 | Rounded-off to |
Answer---Produce sales forecast for the remaining three quarters of 2019 |
2019 Qtr.2 | 2019 Qtr.3 | 2019 Qtr.4 | |
Brand Y | 358 | 256 | 597 |
Brand Z | 660 | 560 | 783 |