find HCF by Euclid division lemma first 225 and 465
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Answered by
4
HEY THERE!
By Euclid's division lemma,
a=bq+r
Now,
465=225×2+15
225=15×15+0
Since, the remainder is 0, the process of division ends here.
At this stage, 15 is the divisor.
Hence, HCF(225,465)=15
By Euclid's division lemma,
a=bq+r
Now,
465=225×2+15
225=15×15+0
Since, the remainder is 0, the process of division ends here.
At this stage, 15 is the divisor.
Hence, HCF(225,465)=15
deepakrao43:
thanks didi
Answered by
1
465=225×2+15
225=15×15+0
Now, remainder is 0. So,
HCF= 15
I hope it helps you...if yes then mark it as BRAINLIEST...
Thanks for question...
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