I don't know how to solve this problem.
Prove that there is a unique positive integer greater than 1 that equals
the sum of the positive integers less than it.
I started of as
condition 1: n>1
condition 2: sum = n - 1
I'm stuck
I don't know how to solve this problem.
Prove that there is a unique positive integer greater than 1 that equals
the sum of the positive integers less than it.
I started of as
condition 1: n>1
condition 2: sum = n - 1
I'm stuck