The square root is a very important concept in many areas of science. A number $r$ is said to be a square root of a given number if the given number $=r^2.$ It is denoted by the radical symbol $\sqrt{}.$ So we have \[r=\sqrt{r^2}.\] For example, we know that $2 \times 2=4,$ so by definition the square root of $4$ is $2.$
Some important pages of square root:
- Basic concepts of square root
- Square root formula
- Method of finding square root
Read Also: Why root 2 is irrational?
Square root of Prime is Irrational
SQUARE ROOT OF NUMBERS
| Square Root | Simplified Radical Form |
| Square root of 4: | √4 = 2 |
| Square root of 8 : | √8 = 2√2 |
| Square root of 9 : | √9 = 3 |
| Square root of 12 : | √12 = 2√3 |
| Square root of 16 : | √16 = 4 |
| Square root of 18 : | √18 = 3√2 |
| Square root of 25 : | √25 = 5 |
| Square root of 27 : | √27 = 3√3 |
| Square root of 32 : | √32 = 4√2 |
| Square root of 36 : | √36 = 6 |
| Square root of 45 : | √45 = 3√5 |
| Square root of 49 : | √49 = 7 |
| Square root of 50 : | √50 = 5√2 |
| Square root of 60 : | √60 = 2√15 |
| Square root of 64 : | √64 = 8 |
| Square root of 72 : | √72 = 6√2 |
| Square root of 75 : | √75 = 5√3 |
| Square root of 81 : | √81 = 9 |
| Square root of 100 : | √100 = 10 |
| Square root of 108 : | √108 = 6√3 |
| Square root of 117 : | √117 = 3√13 |
| Square root of 153 : | √153 = 3√17 |
| Square root of 150 : | √150 = 5√6 |
This article is written by Dr. T. Mandal, Ph.D in Mathematics. On Mathstoon.com you will find Maths from very basic level to advanced level. Thanks for visiting.