[Maths Class Notes] on Square Root Numbers Pdf for Exam

The square root of numbers is an important mathematical concept that should be clear to students. Learning square roots and squares of a number will increase a student’s interest and understanding of how mathematical concepts work. Learning squares and square roots of all the numbers is an impossible task. However, students should at least know these values up to 50. By memorising squares and square roots of numbers from 1 to 50, students will be able to attempt their question papers quickly.

This will not only increase your speed while calculating but also give you more time to attempt more complex questions. While attempting your question paper, it is important to plan your paper. You want your calculations to be fast but also accurate at the same time. The more you practice these numbers, the more they will become engraved to your memory.

Square Roots List

Square roots 1 to 50 list is given below. Students can use this list to memorise the values of squares and square roots of numbers from 1 to 50. To learn values above 50 is a difficult task but not impossible. Learning all the values at once can be a daunting task. So it is advised to learn them in groups. It is also important to put them to use when you are practising to memorise the values.

Number (n)

Square Root (√n)

Square(n2)

1

1

1

2

1.41421

4

3

1.73205

9

4

2

16

5

2.23606

25

6

2.44948

36

7

2.64575

49

8

2.82842

64

9

3

81

10

3.16227

100

11

3.31662

121

12

3.46410

144

13

3.60555

169

14

3.74165

196

15

3.87298

225

16

4

256

17

4.12310

289

18

4.24264

324

19

4.35889

361

20

4.47213

400

21

4.58257

441

22

4.69041

484

23

4.79583

529

24

4.89897

576

25

5

625

26

5.09901

676

27

5.19615

729

28

5.29150

784

29

5.38516

841

30

5.47722

900

31

5.56776

961

32

5.65685

1024

33

5.74456

1089

34

5.83095

1156

35

5.91607

1225

36

6

1296

37

6.08276

1369

38

6.16441

1444

39

6.24499

1521

40

6.32455

1600

41

6.40312

1681

42

6.48074

1764

43

6.55743

1849

44

6.63324

1936

45

6.70820

2025

46

6.78232

2116

47

6.85565

2209

48

6.92820

2304

49

7

2401

50

7.07106

2500

Square Root Numbers List

Every positive number can have a positive and a negative root. The is called the radical sign and is used to depict the square root of any number.

√4 =2

As, 2 x 2 = 4

Also (-2) x (-2) = 4

Therefore, 4 has 2 square roots, 2 and -2

Square roots of negative numbers are studied under the concepts of complex numbers. Also squaring can be talked about in other mathematical concepts. To square two matrices is to multiply them with each other. The meaning of squaring or square root remains the same.

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