**Square Root 1 to 30 PDF, Value, Square Root Value List, PDF Download, Square Root Trick, Square Root Quiz Test**

## Square Root 1 to 30

The square root is just opposite of the square. The square root 1 to 30 in radical form is expressed as √x . We express as (x)½ in the exponential form.

i.e. (2)² = 4

√4 = √(2)² = 2

## Square Root 1 to 30 Chart

This is the list of 1 to 30 Square Root Chart Value.

Note :We have provided the1 to 30 Square Root PDFdownloading link downward.

**Also, Check :- **1 to 30 Square PDF Download

## Square Root 1 to 30 Value List

Square Root | = | Value |
---|---|---|

√1 | = | 1 |

√2 | = | 1.4142 |

√3 | = | 1.732 |

√4 | = | 2 |

√5 | = | 2.236 |

√6 | = | 2.4494 |

√7 | = | 2.6457 |

√8 | = | 2.8284 |

√9 | = | 3 |

√10 | = | 3.1622 |

√11 | = | 3.3166 |

√12 | = | 3.4641 |

√13 | = | 3.6055 |

√14 | = | 3.7416 |

√15 | = | 3.8729 |

√16 | = | 4 |

√17 | = | 4.1231 |

√18 | = | 4.2426 |

√19 | = | 4.3588 |

√20 | = | 4.4721 |

√21 | = | 4.5825 |

√22 | = | 4.6904 |

√23 | = | 4.7958 |

√24 | = | 4.8989 |

√25 | = | 5 |

√26 | = | 5.099 |

√27 | = | 5.1961 |

√28 | = | 5.2915 |

√29 | = | 5.3851 |

√30 | = | 5.4772 |

## Non-Perfect Square Root From 1 to 30

Non-Perfect Square Root | = | Value |
---|---|---|

√2 | = | 1.4142 |

√3 | = | 1.732 |

√5 | = | 2.236 |

√6 | = | 2.4494 |

√7 | = | 2.6457 |

√8 | = | 2.8284 |

√10 | = | 3.1622 |

√11 | = | 3.3166 |

√12 | = | 3.4641 |

√13 | = | 3.6055 |

√14 | = | 3.7416 |

√15 | = | 3.8729 |

√17 | = | 4.1231 |

√18 | = | 4.2426 |

√19 | = | 4.3588 |

√20 | = | 4.4721 |

√21 | = | 4.5825 |

√22 | = | 4.6904 |

√23 | = | 4.7958 |

√24 | = | 4.8989 |

√26 | = | 5.099 |

√27 | = | 5.1961 |

√28 | = | 5.2915 |

√29 | = | 5.3851 |

√30 | = | 5.4772 |

## Perfect Squares Root From 1 to 30

Perfect Squares Root | = | Value |
---|---|---|

√1 | = | 1 |

√4 | = | 2 |

√9 | = | 3 |

√16 | = | 4 |

√25 | = | 5 |

## Square Root 1 to 30 PDF Download

## Method to Calculate 1 to 30 Square Root Value

There are some following ways to Calculate Square Root of any number.

### 1) Prime Factorisation Method

**Example :-**

- Value of √225 Prime factorization of 225 is 15 × 15
- Pairing prime factors: 15
- Therefore, the value of √225 = 15

### 2) Long Division Method

Watch Both Videos To learn to find Square Root by Long Division Method.

#### ( PART -1 )

#### ( PART -2 )

**3 Things to Remember**

- The square is the number times itself.
- The square has 2 as the power.
- The square root is the opposite of the square.

## Square Root 1 to 30 Test

#### Q. What is square root of 4?

a) 1

b) 2

c) 3

d) 4

**Answer :** b) 2

#### Q. √9 = ?

a) 1

b) 2

c) 3

d) 4

**Answer :** c) 3

#### Q. What is square root of 2?

a) 1.4142

b) 2.4142

c) 1.6642

d) 1.9142

**Answer :** a) 1.4142

#### Q. What is square root of 144?

a) 11

b) 12

c) 13

d) 14

**Answer :** b) 12

#### Q. What is square root of 5?

a) 2.122

b) 2.017

c) 2.236

d) 2.999

**Answer :** c)2.236

#### Q. What is square root of 8?

a) 2.0122

b) 2.1213

c) 2.4244

d) 2.8284

**Answer :** d) 2.8284

#### Q. What is square root of 25?

a) 2

b) 3

c) 4

d) 5

**Answer :** d) 5

#### Q. What is square root of 6?

a) 2.4494

b) 2.6621

c) 2.8321

d) 2.9532

**Answer :** a) 2.4494

## Square Root 1 to 30 Image Download

## Solved Examples of Square Root

**Q.1) Find the square root of 361 by the prime factorization method.**

**Ans:** Prime Factorization of 361

- Value of √361 Prime factorization of 361 is 19 × 19
- Pairing prime factors: 19
- Therefore, the value of √361 = 19

**Q.2) Find the square root of 2 by the long division method.**

**Ans: **√2 by the long division method

So, **√2 = 1.414**

### Download More

**1 to 30 Square Value [PDF Download]****1 to 25 Square Value [PDF Download]****Unit of Time Conversion [PDF Download]**

### FAQs

### What is mathematical symbol of Square Root?

**Ans : **√

### What are the different ways to find the square root?

**Ans :** There are mainly two ways to find –

1) Prime Factorization Method

2) Long Division Method

### What is the square root of 2?

**Ans :** The square root of **2** is **1.4142**, That is **√2 = 1.4142**