Question

find the HCF of 39 and 26 by the method of Euclid division method​

Answer 1

Answer : 13

Explanation:

Divide 39 by 26

Using Euclid division lemma ,

Using Euclid division lemma , a=bq+r

39 = (26×1) + 13

Now dividing divisor 26 by remainder 13 ,

26 = (13×2) +0

We have now got our remainder as 0 , So the highest common factor of 39 and 26 according to Euclid division lemma is 13 .

Answer 2

$\huge\boxed{\underline{\underline{\green{\tt Solution}}}} </strong><strong>$

Wr are proceeding to find the HCF of 39 and 26 by the method of Euclid Division Method

This process is done by the following Steps

$\displaystyle\textcolor{orange}{STEP : 1 }$

First Divide the larger number by the smaller one

$39 = 1 \times 26 + 13$

So Remainder =13

$\displaystyle\textcolor{orange}{STEP : 2 }$

Now Divide the smaller number by the above remainder

$26 = 2 \times 13 + 0$

Here Remainder = 0

$\displaystyle\textcolor{orange}{STEP : 3 }$

Now the remainder is zero

We should not proceed further

Hence it is observed that 13 is the

remainder that is not zero.

$\displaystyle\textcolor{orange}{CONCLUSION }$

Hence the required HCF = 13

$\displaystyle\textcolor{red}{Please \: Mark \: it \: Brainliest}$