Question

$13$ and $31$ is a strange pair of numbers such that their squares $169$ and $961$ are also mirror images of each other. Can you find two other such pairs$?$

Answer 1

The pair of numbers $12$$,$$21$ and $102,$$201$ are also mirror images of each other.

First pair is $12$ and $21$

Squares of numbers,

${12}^2=144$

${21}^2=441$

Second pair is $102$ and $201$

Squares of numbers

${102}^2=10404$

${201}^2=40401$

Hence$,$ $12$ and $21$$,$ $102$ and $201$ are also mirror image of each other