Question

find the square root of following number by long division method : 1234321​

Answer 1

Answer:1111

Step-by-step explanation:

Make pairs of two from the last. So it will be 1 23 43 21

Divide 1 by the smallest square number that is 1

Then subtract 1 from 1

We will get 0 then we take next pair i.e.23

Then at the divisor side it will 1+1 = 2

The number that is less than 23 is 21

So in quotient it will be 11 and in divisor 21

Subtract 21 from 23 we get 2

Then we will take next pair 43

At divisor side it will be 21+1 = 22

Then the number less than 243 is 221

So will add 1 in divisor and in quotient also.

Then subtract 243 from 221 it will be 22.

Then add 221 with 1 it will be 222 at divisor side.

Then take the next pair 21, it will be 2221

The number which is divisible by 2221 is 2221

Then we write 1 in quotient and in divisor.

The quotient we will get will be 1111. That is the answer.

Answer 2

Answer:

1111

Step-by-step explanation: