Cubes From 1 to 50

Bookmark added to your notes.
View Notes
×

What are Cubes?

Cubes are the result of multiplying a number by itself three times.

Let's take an Example: 3 × 3 × 3 = 27, so 27 is a cube.

The whole number is multiplied three times, just as the sides for a cube.

Here are the few starting cube numbers:

1 (=1×1×1)

8 (=2×2×2)

27 (=3×3×3)

64 (=4×4×4)

125 (=5×5×5) ... etc

 

What is a Cubed Number?

Suppose we multiply a whole number (not a fraction) by itself, and then again by itself, the result is found to be a cubed number. For example, 3 x 3 x 3 = 27.

A very easy way to write cube of 3 is 33. It means that three multiplied by itself three times.

The easiest way to do this calculation is to do the multiplication first (3x3) and then multiply your answer by the same number; 3 x 3 x 3 = 9 x 3 = 27.

The cube is also known as the number which is multiplied by its square:

n3 is equal to n × n2 which is equal to n × n × n.

Cube function is the known function x ↦ x3 (which is often denoted as y = x3) that connects a number to its cube value. It is an odd function, as

(−n)3 = −(n3).

In this article, we are going to discuss 1 to 50 cube numbers.

 

Finding the Cube of a Negative Number

Cube for a negative number will always be shown negative, just as the cube of a positive number will always be a positive outcome.

For Example ; -125 = -5 x -5 x- -5 = (25 x -5) = -125.

 

Finding the Cube of a Decimal

Just like the whole numbers (integers), it is very easy to cube a decimal number. You just have to multiply the given decimal number three times.

 

1.23 Cubed = 1.23×  1.23×1.23 = 1.860867

2.56 Cubed = 2.56×2.56 ×2.56 = 16.777216   


Cubes 1 to 50 (1 to 50 cube numbers)

Cubes from 1 to 50 numbers (1 to 50 cube numbers) are provided here for students, to help them solve problems quickly. The cubes are nothing but the values of a number which is multiplied by itself thrice. Example, the cube for 3 is written as 3 x 3 x 3 = 27, and is denoted by 3^3 = 27. Any natural number raised to the power of three gives the cube of the original number. 

 

Cubes 1 to 50 Table (1 to 50 cube numbers)

The cubes of the natural numbers from 1 to 50 (1 to 50 cube numbers) are written here in tabular form.

 

Number (x)

Multiplied Three Times By Itself

Cubes (x3)

1

1× 1× 1

1

2

2× 2× 2

8

3

3× 3× 3

27

4

4× 4× 4

64

5

5× 5× 5

125

6

6× 6× 6

216

7

7× 7× 7

343

8

8× 8× 8

512

9

9× 9× 9

729

10

10× 10× 10

1000

11

11× 11× 11

1331

12

12× 12× 12

1728

13

13× 13× 13

2197

14

14× 14× 14

2744

15

15× 15× 15

3375

16

16× 16× 16

4096

17

17× 17× 17

4913

18

18× 18× 18

5832

19

19× 19× 19

6859

20

20× 20× 20

8000

21

21× 21× 21

9261

22

22× 22× 22

10648

23

23× 23× 23

12167

24

24× 24× 24

13824

25

25× 25× 25

15625

26

26× 26× 26

17576

27

27× 27× 27

19683

28

28× 28× 28

21952

29

29× 29× 29

24389

30

30× 30× 30

27000

31

31× 31× 31

29791

32

32× 32× 32

32768

33

33× 33× 33

35937

34

34× 34× 34

39304

35

35× 35× 35

42875

36

36× 36× 36

46656

37

37× 37× 37

50653

38

38× 38× 38

54872

39

39× 39× 39

59319

40

40× 40× 40

64000

41

41× 41× 41

68921

42

42× 42× 42

74088

43

43× 43× 43

79507

44

44× 44× 44

85184

45

45× 45× 45

91125

46

46× 46× 46

97336

47

47× 47× 47

103823

48

48× 48× 48

110592

49

49× 49× 49

117649

50

50× 50× 50

125000


Solved Questions 

1. Calculate the Cube 5 and 6?

Solution: To find the cube of 5, we will multiply 5 three times i.e. 5× 5 ×5 = 125.

To find the cube of 6 we multiply 6 three times i.e. 6× 6 ×6 = 216.


2. Find the Cube of (0.06)³ ?

Solution: 

0.06 can be written as (6/100)³

Simplifying (6/100)³, we get 

(3/50)³ = (3)³/(50)³

(3 * 3*3)/(50 * 50* 50)

= 27/125000

Henec, cube of (0.06) is 27/125000

FAQ (Frequently Asked Questions)

1. How Do You Calculate the Cube of a Number?

  • When we multiply a given whole number (not a fraction) by itself, and then by itself again the result will be a cube number.

  • The simple way to do this calculation is by first multiplying (3x3) and then to multiply our answer by the same number we started with; 3 x 3 x 3 = 9 x 3 = 27.

2. What are the First 6 Cube Numbers?

Solution:

The first 6 cube numbers are 1, 8, 27, 64, 125, 216

3. 110592 is a Cube of Which Number?

110592 is a cube of 48.

48 * 48 * 48 = 110592

4. What is the Cube of 47 ?

The cube of 47 is 103823