Use Euclid division algorithm to find h. c.f (2) 867 and 253 – InterviewSolution

1.	Use Euclid division algorithm to find h. c.f (2) 867 and 253
Answer» ACCORDING to the definition of Euclid's THEOREM, a=b×q+r where 0≤r255 so we will DIVIDE 867 by 225 867=255×3+102 Now dividing 255 by 102 255=102×2+51 Now dividing 102 by 51 102=51×2+0 So, 51 will by HCF.Step-by-step explanation:

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