Question

long division method 1056.25​

Answer 1

Answer:

The solution is :

$\sqrt{1056.25} = 32.5$

For complete explanation see the attachment... Hope this helps you...

Answer 2

Answer:

Number =  $1056.25$

Square Root = $32.5$

Step-by-step explanation:

Step 1:  Make a pair of the provided number digits, beginning with the digit at one's position. Place a bar on each pair.

Step 2:  Now we need to multiply the numbers so that the product ≤ 10

. Here $3\times3 = 9$  ≤ $10$ , so the divisor is $3$ and the quotient is $3$. Now, divide to get the remainder.

Step 3:  Now, multiply the quotient $3$ by $2$ to get the starting digit of the new divisor and bring down $56$.

Step 4:  Now, $62$ is multiplied by 2,  we get 124. Therefore, 2 should be at ones place of the new divisor.

Step 5: Bring down $25$ and the quotient $32$ is multiplied by $2$ giving $64$, which is the starting digit of the new divisor.

Step 6: The one's place of the new divisor will be $5$ because $645\times5=3225$

So the new divisor is $645$ and the next digit of the quotient will be $5$.

Solve further to get the answer.

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