Question

explanations of Euclid division lemma​

Answer 1

Euclid division lemma:- For every two positive integer a and b such that a>b ,there exists a unique integer q as quoteint and r as remainder such that satisfying the equation a=bq+r

Answer 2

Euclids division lemma states that for any two positive integer a and b there exist a unique integers q and r such that a =bq + r where-

$0 \leqslant r \leqslant b.$