Question

If m= dn + r, where m,n are positive integers and d and r are inte gers, then n is the HCF (m,n) if

Answer 1

Answer:

if r is zero

Step-by-step explanation:

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Answer 2

If m= dn + r, where m,n are positive integers and d and r are integers, then n is the HCF (m,n) if

$\underline { \pink { n \: is \: a \:factor \: of \:m}}.</p><p>$

Example:

$Let \: m = 36 \:and \: n = 9$

/* By applying Euclid's division lemma */

$36 = 9 \times 4 + 0$

$HCF ( 36 , 9 ) = 9 \green { = n }$

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