Question

what is the root value of 700​

Answer 1

Answer:

jwyeyryrurueuehrgrgrgrggfg

Step-by-step explanation:

eyueusyeyeeyeyhwuwuwywyweywyjsejdjhfhf

Answer 2

To find :  root value of $700$

Solution :

• We find root value of $700$ by long division method.

• Steps to find root value of $700$ :

1. We cannot form pair of digits in $700$, therefore we express it as $700.0000$
2. And take $7$ as dividend.
3. Here, the quotient obtained will be same as divisor .therefore we take 2 as divisor and quotient $2 \times 2=4$.Now, the result 4 is subtracted from $7$ to get $3$ as reminder.
4. Bringing down pair of zeros we get $300$ as new dividend.
5. We double the above quotient obtained, $2 \times 2=4$ .Now 40 is our new divisor.
6. Now, we choose a number such that $( number + 40 ) \times number$ gives us a number which is less than $300$ . Therefore, we get $(40+6) \times 6 =276$
7. On subtracting $276$ from $300$ we get $24$ as reminder .Bringing down another pair of zeros we get 2400 as new dividend.
8. We add last digit of quotient to divisor , $6 + 46 = 52$. Again find a number such that $( number + 52 ) \times number$ which is less than $2400$. Therefore, we get , $( 52 + 4 ) \times 4 = 2096$.On subtracting $2096$ form$2400$ we  get $304$ as reminder.
9. We repeat process until we get square root of 99 to two places .Therefore, $\sqrt{700}=26.457$  

Hence, root value of $700$ is $26.457 .$