Question

use euclid division algorithm to find the hcf of 296 999 and 925​

Answer 1

Answer:

hope its help you.........

Answer 2

Given : 296, 999, 925

To find : The value of HCF = ?

Solution :

Using the Euclid division algorithms :

$a=bq+r$

Here, $a=999, b=925$

So, it becomes:

$999=925\times 1+74\\\\925=74\times 12+37\\\\74=37\times 2+0$

HCF of 999 and 925 is 37

Now, we consider 296 and 74 :

$296=37\times 8+0$

Hence, HCF of 296, 999, 925 is 37.