Question

If m and n are two positive integers such that m=14n then find hcf of m and n

Answer 1

Answer:

hcf is n which is common factor of both m and n

Answer 2

The HCF of m and n is n.

Step-by-step explanation:

It is given that m and n are two positive integers such that m=14n.

Factor form of m and n are

$m=2\times 7\times n$

$n=1\times n$

The highest common factor is n.

$HCF(m,n)=HCF(14n,n)=n$

Therefore, the HCF of m and n is n.

#Learn more

Find the LCM and HCF of {x^2y^3 , x^3y } and verify it also .

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