Find the hcf 970,388,in divison. Method
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Answer:
According to the definition of Euclid's theorem,
a=b×q+r where 0≤r<b.
so,
92690=7378×12+4154
7378=4154×1+3224
4154=3224×1+930
3224=930×3+434
930=434×2+62
434=62×7+0
∴,HCF(92690,7378)=62
7161=62×115+31
62=31×2+0
Therefore, HCF(7161,62)=31
Hence, HCF(92690,7378,7161)=31
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