Question

find the HCF of the following

86,92,98
gave me this question answer l will mark you in brain list​

Answer 1

Answer:

HCF of $86,92,98$ is $2$.

Step-by-step explanation:

Given numbers are $86,92,98$.

To find the HCF of any numbers, we list the factors of all the numbers and find the largest common number among the factor.

Factors of a number are the ones which given a zero remainder when divided.

The factors of $86$ are

$1,2,43,86$

The factors of $92$ are

$1,2,4,23,46,92$

The factors of $98$ are

$1,2,7,14,49,98$

The common or repeated numbers among the factors are $1,2$.

But the highest number among them is $2$.

So the HCF of $86,92,98$ is $2$.

Answer 2

Given,

$86,92,98$

We have to find the HCF of given numbers

In order to find the HCF of $86,92,98$

HCF(Highest common factor): the largest factor common to any two or more given numbers is called as HCF.

First we have to write the factors of given number

Factors of $86$ $= 1,2,43$ and $86$

Factors of $92= 1,2,4,23,46$ and $92$

Factors of $98 = 1,2,7,14,49$ and $98$

HCF of $86,92,98$ $=2$

Therefore, HCF of $86,92,98$ is $2$.