Find the HCF of 513, 1134 and 1215 using Euclid's Division Lemma.
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Euclid division lemma:-
a=bq+r
1215>1134>513
1215=1134(1)+81
1134=81(14)+0
As the remainder is 0,the hcf of 1134 and 1215 is 81.
Let's find the hcf of 81 and 513
513=81(6)+27
81=27(3)+0
As the remainder is 0,hcf of 513 and 81 is 27.
Therefore the hcf of 513,1134 and 1215 is 27.
Hope it helps...
a=bq+r
1215>1134>513
1215=1134(1)+81
1134=81(14)+0
As the remainder is 0,the hcf of 1134 and 1215 is 81.
Let's find the hcf of 81 and 513
513=81(6)+27
81=27(3)+0
As the remainder is 0,hcf of 513 and 81 is 27.
Therefore the hcf of 513,1134 and 1215 is 27.
Hope it helps...
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