Find the value of f(2,2)f(2, 2)f(2,2) where f(m,n)=f(m−1,n)+f(m,n−1)f(m, n) = f(m-1, n) + f(m, n-1)f(m,n)=f(m−1,n)+f(m,n−1) with f(m,0)=mf(m, 0) = mf(m,0)=m and f(0,n)=nf(0, n) = nf(0,n)=n.
666
101010
444
888