Assume, illustratively, that your team wins 22 per cent of deals that reach the qualified stage. The inverse is roughly 4.5, meaning you need about four and a half rupees of qualified pipeline for every rupee of target. Now allow for timing. Look back at the last two quarters and calculate what share of deals open at the start of the quarter actually closed within it, won or lost. Suppose that is 70 per cent. Divide 4.5 by 0.7 and you get approximately 6.4.
So this illustrative team needs a little over six times coverage at the start of the quarter, not three. If they had used the common rule of thumb they would have entered every quarter roughly half covered and been mystified by the results. Run the same two step calculation with your own numbers. It takes twenty minutes and it is the single most valuable thing in this article.
| Your qualified win rate | Base multiple | If 70 per cent closes in period | Practical target |
|---|
| 40 per cent | 2.5 | 3.6 | Roughly 3.5 times |
| 30 per cent | 3.3 | 4.8 | Roughly 5 times |
| 25 per cent | 4.0 | 5.7 | Roughly 6 times |
| 20 per cent | 5.0 | 7.1 | Roughly 7 times |
| 15 per cent | 6.7 | 9.5 | Roughly 9 times, or fix conversion |
The last row deserves a comment. When the required multiple climbs above eight or nine, the sensible response is usually not to generate that much more pipeline. It is to look hard at qualification, because a win rate that low often means deals are entering the pipeline that were never real, and the cheapest fix is at the entry gate rather than the top of the funnel.