Given that n is an integer and n1, decide whether each statement in the table is true or false. For

Question

Given that n is an integer and n>1, decide whether each statement in the table is true or false. For each statement write true or false in the table. If you write false, give an example to justify your decision. Statement | True or False | Example (if false) n3>1 | | 1n> 1n2 | | (n-1)(n+3) is always odd | |

Accepted Answer

True; True; False, e.g. $n=3$.

2025 CCHY PRELIMS P1 Q19

2025 CCHY PRELIMS P1 Q19

Solution:

Solution locked

Statement	True or False	Example (if false)
\(n^3>1\)
\(\dfrac1n>\dfrac1{n^2}\)
\((n-1)(n+3)\) is always odd