Question

find the square root of following number using long division method 7396​

Answer 1

Answer:

The square root of 7396 by long division method is 86.

Step-by-step explanation:

Steps:

Group 7396 into pairs starting from units place.

We have two pairs 73 and 96.

Take a square which is equal to or just less than 73.

We take 8 here as  = 64 which less than 73.

Take 8 in divisor as well as quotient's place.

Now, subtract 64 from 73, we are left with 9.

Take down other pair with 9 to make it 996 which is our new dividend.

Add 8 in divisors place, we get 16.

Now, take digit in quotient and units place of divisor(16) such that the product of two is less than or equal to dividend(996).

In this case, 166 x 6 = 996. Write this below dividend and we are left with 0 after subtraction.

Therefore, Quotient i,e, 86 is the square root of 7396.