Find hcf of 134791 6341 6399 using euclid's division
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According to questions start with the digit 6341,6339
Apply the division lemma
6341=6399 * 1 +2
Since the remainder will not be a zero,
Apply lemma again then you get
6399=2 * 3169+1
2 =1*2+0
the remainder now came zero
HCF(6341,6399)= 1
NOW FIND THE HCF OF 1 AND 134791
134791=1*134791 +0
HCF (1,134791)=1
Apply the division lemma
6341=6399 * 1 +2
Since the remainder will not be a zero,
Apply lemma again then you get
6399=2 * 3169+1
2 =1*2+0
the remainder now came zero
HCF(6341,6399)= 1
NOW FIND THE HCF OF 1 AND 134791
134791=1*134791 +0
HCF (1,134791)=1
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