Use Euclids division algorithm to find the HCF of 9648 and 10224
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by Euclid's algorithm
a=bq+r
so, 10224=9648*1+576
9648=576*16+232
576=232*2=112
232=112*2+8
112=8*14+0
HCF is 14
a=bq+r
so, 10224=9648*1+576
9648=576*16+232
576=232*2=112
232=112*2+8
112=8*14+0
HCF is 14
rah1512:
I'm also in 10th
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