I read an earlier thread, identical to mine with slightly different numbers, but I don’t understand where he came up with 23.72. Anyway, the post read:
How many more won out of how many more played? Let n be the number of additional games played and m the number of additional games won. Then you want 1639+m1732+n=0.96. That is the same as 1639+m=0.96(1732+n)=1662.72+0.96n or 0.96n=m−23.72. That is still one equation in two unknowns and has an infinite number of solutions. Requiring that n and m be positive integers reduces that but there still might be more than one possible solution.
If your question is about how many more wins (you win all additional games), so that m= n, 0.96n=n−23.78 so that 0.04n=23.78 and n= 594.5. At minimum, you would have to play 596 more games and win all of them!