Question

by using euclid divison method find the hcf of 1651,2032​

Answer 1

$\huge{\mathfrak{\blue{\underline{\underline{Solution:-}}}}}$

$\sf{By\;using\;Euclid\;Division\;lemma,}$

$\sf{a=bq+r\;\;\;\;\;[Euclid\;division\;lemma]}$

$\sf{a = 2032}$

$\sf{b=1651}$

$\sf{2032=1651\times 1+381}$

$\sf{1651=381\times4 +127}$

$\sf{381=127\times 3+0}$

${\boxed{\boxed{\sf{\blue{So,\;the\;HCF\;of\;2032\;and\;1651\;is\;127}}}}}$