Learn and know what is a square root and **square roots of 1 to 30** in detail. In mathematics, this is the useful topic in all the aspects.

Learning **square roots 1 to 30** is very simple and easy. You may be thinking how it is easy? It is easy because squares up to 30 if you know that is enough to say * squares roots up to 30*. For example, we know that square of 9 is 81, so now we can say square root of 81 is 9. In this method we can learn square roots from squares. Anyhow, i have listed all the

**square roots of 1 to 30**, practise it and learn.

**What is meaning of square root?**

Let “k” be a number and if “k” is multiplied by itself i.e. k x k, we get a product. For example, k x k = h, then we say the square root of “h” is “k”.

6 x 6 = 36, here the square root of 36 is 6.

14 x 14 = 196, here the square root of 196 is 14.

For representing the square root, we have a symbol i.e. √

**List of square roots of 1 to 30 as follows:**

Below you can observe **square roots up to 30**. After observing all square roots did you observe anything? Two observations we have made they are

The Square root (√ ) of any even number is always even number only.

The Square root (√ ) of any odd number is always odd number only.

\sqrt { 1 } = 1

\sqrt { 4 } = 2

\sqrt { 9 } = 3

\sqrt { 16 } = 4

\sqrt { 25 } = 5

\sqrt { 36 } = 6

\sqrt { 49 } = 7

\sqrt { 64 } = 8

\sqrt { 81 } = 9

\sqrt { 100 } = 10

\sqrt { 121 } = 11

\sqrt { 144 } = 12

\sqrt { 169 } = 13

\sqrt { 196 } = 14

\sqrt { 225 } = 15

\sqrt { 256 } = 16

\sqrt { 289 } = 17

\sqrt { 324 } = 18

\sqrt { 361 } = 19

\sqrt { 400 } = 20

\sqrt { 441 } = 21

\sqrt { 484 } = 22

\sqrt { 529 } = 23

\sqrt { 576 } = 24

\sqrt { 625 } = 25

\sqrt { 676 } = 26

\sqrt { 729 } = 27

\sqrt { 784 } = 28

\sqrt { 841 } = 29

\sqrt { 900 } = 30

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