- #1

Anne5632

- 23

- 2

- Homework Statement
- Prove that S which is a subset of R is bounded

- Relevant Equations
- S=(n^2-1)/(n^3-1)

S is an element of natural numbers

I know that for a set to be bounded it is bounded above and below, for the bound below is it 0 and n cannot equal 1 and u paper bound is inf but how do I prove that it is bounded?