Question

Find the value of $$\sqrt{7}$$(square root 7) by using the root table.
A. 2.652
B. 2.746
C. 2.646
D. 2.616

Answer 1

Hint: Here we have to only draw a square root table and then from that we will get the value of $$\sqrt{7}$$ by only looking over it.

Complete step-by-step answer:
As we know from the definition of square root that if there are two numbers a and b such that a$$\times$$a = b.
Then the square root of the number b will be equal to a.
So, let us draw the square root table for numbers 1 to 20.

So, from the above table we can see that if the number is 7 then its square root is 2.646.
Hence, the value of $$\sqrt{7}$$ is 2.646.

Note: Whenever we come up with this type of problem if we are asked to find the root of any number by any particular method like here, we have to find a square root of 7 by square root table. So, we draw the square root table from number 1 to 20 to get the required.