Finding the least value - Help Please !!! 1. The problem statement, all variables and given/known data In this problem, we are required to find the smallest possible value for the product : ∏ (i=1,n) (1-xi)/(1+xi) Given that : x1, x2, .....,xn are non-negative Real numbers and their sum is 1/2. . The attempt at a solution I tried doing the following : given that thier sum is 1/2 , we can benefit from that finding the n from n(n+1)/2 from that we have 2 values of n which are 1 and 0. If n = 0 we will get 0 and if n = 1 we get 1 so 0 is the least possible value - What do you think ? AM I in the right direction ?