What is the average increase in % in each of the in each catergories below?
Historical Data | 2016 | 2017 | 2018 | 2019 | 2020 | % increase | |
Sales | 769,216 | 811,821 | 819,171 | 947,420 | 1,066,002 | ||
Cost of Pairs Sold | 402,731 | 418,605 | 437,655 | 449,655 | 491,806 | ||
Gross Margin | 366,485 | 393,216 | 381,516 | 497,765 | 574,196 | ||
Expenses: | |||||||
Warehouse | 38,257 | 43,288 | 48,302 | 54,839 | 58,103 | ||
Marketing | 109,856 | 110,623 | 114,118 | 161,736 | 166,079 | ||
Admin | 19,650 | 21,366 | 21,629 | 21,699 | 21,768 | ||
Total Expenses | 167,763 | 175,277 | 184,049 | 238,274 | 245,950 | ||
Operating Profit | 198,722 | 217,939 | 167,467 | 259,801 | 328,246 | ||
Interest Income | 2,556 | 14,319 | 10,187 | 3,742 | 4,440 | ||
Other Income | 0 | 0 | 0 | ||||
Pre-tax Profit | 196,166 | 203,620 | 157,280 | 256,059 | 323,806 | ||
Income Tax | 58,850 | 61,086 | 47,184 | 76,818 | 97,142 | ||
Net Profit | 137,316 | 142,534 | 110,096 | 179,241 | 226,664 |
Average increase in sales : 1066002 = 769216 * (1+r)4 where r is the average annual increase. Solving we get r = 8.50%
Using the same formula for other items:
Cost of pairs sold : (491806/402731)1/4 - 1 = 5.12%
Gross margin : (574196/366485)1/4 - 1 = 11.88%
Warehouse : (58103/38257)1/4 - 1 = 11.01%
Marketing : (166079/109856)1/4 - 1 = 10.88%
Admin : (21768/19650)1/4 - 1 = 2.59%
Total Expenses : (245950/167763)1/4 - 1 = 10.04%
Operating profit : (328246/198722)1/4 - 1 = 13.37%
Interest Income : (4440/2556)1/4 - 1 = 14.80%
Other Income : 0
Pretax Profit : (323806/196166)1/4 - 1 = 13.35%
Income Tax : (97142/58850)1/4 - 1 = 13.35%
Net Profit : (226664/137316)1/4 - 1 = 13.35%
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