# square root of 4761

Let’s find out today what is the square root of 4761 and how to find it. The square root of 4761 can be written with mathematical symbols as follows:

\sqrt{4761}

step by step explanation

Tip
I Step : First of all express the given number as a product of prime factors using prime factors

II Step : Form a pair of similar factors in such a way that both the factors of each pair are equal.

Step III : If no factors are left in the pairing then the number is a perfect square otherwise not

Step IV : Find the product of the product obtained by taking one factor from each pair. That product is the square root of the given number.

write the given number
Given number = 4761

Now express the given number as a product of prime factors using prime factors and form a pair of similar factors such that both the factors are equal in each pair

4761~=~3~\times~3~~\times~23~\times~23~=~3^2~~\times~23^2

find the square root
Since there are no factors left in the pairing, the number is a perfect square.

\sqrt{4761} ~=~2~ \times 23~=69

## The answer to the square root of 4761 is 69. Is

How to find square root?

Finding the Rough Square Root
If D is odd, D = 2n + 1, then if D is even, D = 2n + 2, then find the square root of 234. Here D=3 and n=1

What is a square root measure?

Now, to find the square root, you need to find the original number that was multiplied by itself. … A real number which is positive has a positive root. It is called x−−√ . where x refers to the number whose square root is to be found and the value of x is called the radix.

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