How to find hcf of 2 numbers if they have more than one common factor?
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if 2 no. have more than 1 comon factors then use euclids division lemma which states that
if there exists 2 no. a,b then there exists 2 more no. p,q such that
a=bq+p
ex hcf of 6,72-:
72=6 x 12 +0
∴ HCF=6
if there exists 2 no. a,b then there exists 2 more no. p,q such that
a=bq+p
ex hcf of 6,72-:
72=6 x 12 +0
∴ HCF=6
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