let $n$ be a natural number and $r$ , $s$ be rational such that
$n=s^2+r^2$
show that there are natural numbers a,b such that
$n=a^2+b^2$
let $n$ be a natural number and $r$ , $s$ be rational such that
$n=s^2+r^2$
show that there are natural numbers a,b such that
$n=a^2+b^2$