Question

The HCF of 2/5, 6/25 and 8/35

☣⚛✴Explanation Required✴⚛☣
❌Spammers Not Allowed❌​

Answer 1

Step-by-step explanation:

HCF of fraction is given by HCF of numarator upon LCM of denominator

HCF of (2,6,8)=2

LCM of (5,25,36)=900

so HCF of (2/5,6/5,8/5)=2/900

=1/450

hope it is helpful

Answer 2

Given,

$2/6 , 6/25 , 8/35$

To find,

HCF of $2/6 , 6/25 , 8/35$

Solution,

HCF means the highest common factor so we find the common factor which has the highest value. Here to solve this question we also need to know the concept of LCM which means Least common multiple. The concept means smallest multiple among different numbers. To find the value we need to get the HCF of numbers in the numerator. Also, we need to find the value LCM of numbers in the denominator.

$HCF = HCF of numerators / LCM of denominator$

Here in the numerator, we have 2,6,8

HCF of 2, 6, 8 is 2

Here in the denominator, we have 5,25,35

LCM of 5,25,35 is 175

HCF is $2/175$

Hence, the HCF of $2/5, 6/25$, and $8/35$ is $2/175$