For all positive integers n and r, where n ≥ r ≥ 0
nCk = nC(n-k)
If you mean 20Cr = 20C(r+2), then since r+2 > r, we turn nCk = nC(n-k)
around as
nC(n-k) = nCk
20Cr = 20C(r+2)
n=20, r=n-k, k=r+2
r=20-k
r=20-(r+2)
r=20-r-2
r=18-r
2r=18
r=9
Checking
20Cr = 20C(r+2)
20C9 = 20C(9+2)
20C9 = 20C11
167960 = 167960
Edwin