Originally Posted by
Andrew-R
If you're looking at linear growth across 12 months rolling figures then what you're dealing with is, effectively, a compound interest formula. So for each month you can calculate the shortfall in sales as being (annual target / ((1 + months remaining)^growth rate))-current cumulative sales
If we then divide this by the number of months remaining it will tell you the value of sales you need to increase by month-on-month to achieve the target.
So if in cell D3 you put =SUM($C$3:C3) and copy that down for each month that will give you a cumulative total for column C.
Then in cell C17 put the expected growth rate as a month-on-month percentage (say 10%).
Then in cell D3 put the following formula =(($C$15/((1+(12-B3))^$C$17))-D3)/(12-B3) and copy that down then that should be the value that you're looking for.
The formula won't work for month 12, because then there are no sales periods left to increase the sales. If you want the figures not to include the current month then use the formula =(($C$15/((1+(12-B3))^$C$17))-D3)/(13-B3)
Does any of that make sense?
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