Question

HCF OF 2923 and 3239 is ​

Answer 1

Given numbers are $2923$ and $3239$

We have to find the HCF,

The prime factorization of

$2923=(37\times 79)$

$3239=(41\times 79)$

As we see that $2923$ and $3239$ have only one common factor,

i.e., $79$

Hence, the HCF of $2923$ and $3239$ is $79$.

Answer 2

As per data given in the question,

We have to determine the value of HCF of 2923 and 3239.

As we know that,

HCF stands for Highest common factor.

HCF of two number is nothing but the value of highest number that can completely divide both the given numbers.

So, from the question,

We have,

Given numbers are 2923 and 3239

So, The prime factorization of given number will be,

$\begin{array}{l}2923=(37 \times 79) \\3239=(41 \times 79)\end{array}$

As we see that 2923 and 3239 have only one common factor, i.e., 79

Hence, the HCF of 2923 and 3239 will be 79 .