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Table of cubes of natural numbers from 1 to 100

The table of cubes is a mathematical table in which for each natural number n the value of its third power n³ is given. The cube of a number is the result of multiplying the number by itself three times: for example, 5³ = 5 × 5 × 5 = 125.

The table of cubes is used in solving problems in algebra, geometry (volume of a cube) and physics, and also for quick mental calculation. On this page is the complete table of cubes of natural numbers from 1 to 100.

About this reference

Values are calculated using the formula n³ = n × n × n and verified with modern mathematical libraries.
The table corresponds to the classic reference books on elementary mathematics.
The material was prepared by a mathematics teacher and is intended for schoolchildren, students, and teachers.

On this page:

How to read the table of cubes
Table of cubes from 1 to 100
Examples of use
See also
Frequently asked questions

How to read the table of cubes

In the table, on the left is the base n, on the right is its cube n³. For example, to find the cube of 7, find the number 7 in the table — next to it stands 343. This means that 7³ = 343.

Table of cubes of natural numbers from 1 to 100

1^{3} = 1

2^{3} = 8

3^{3} = 27

4^{3} = 64

5^{3} = 125

6^{3} = 216

7^{3} = 343

8^{3} = 512

9^{3} = 729

10^{3} = 1 000

11^{3} = 1 331

12^{3} = 1 728

13^{3} = 2 197

14^{3} = 2 744

15^{3} = 3 375

16^{3} = 4 096

17^{3} = 4 913

18^{3} = 5 832

19^{3} = 6 859

20^{3} = 8 000

21^{3} = 9 261

22^{3} = 10 648

23^{3} = 12 167

24^{3} = 13 824

25^{3} = 15 625

26^{3} = 17 576

27^{3} = 19 683

28^{3} = 21 952

29^{3} = 24 389

30^{3} = 27 000

31^{3} = 29 791

32^{3} = 32 768

33^{3} = 35 937

34^{3} = 39 304

35^{3} = 42 875

36^{3} = 46 656

37^{3} = 50 653

38^{3} = 54 872

39^{3} = 59 319

40^{3} = 64 000

41^{3} = 68 921

42^{3} = 74 088

43^{3} = 79 507

44^{3} = 85 184

45^{3} = 91 125

46^{3} = 97 336

47^{3} = 103 823

48^{3} = 110 592

49^{3} = 117 649

50^{3} = 125 000

51^{3} = 132 651

52^{3} = 140 608

53^{3} = 148 877

54^{3} = 157 464

55^{3} = 166 375

56^{3} = 175 616

57^{3} = 185 193

58^{3} = 195 112

59^{3} = 205 379

60^{3} = 216 000

61^{3} = 226 981

62^{3} = 238 328

63^{3} = 250 047

64^{3} = 262 144

65^{3} = 274 625

66^{3} = 287 496

67^{3} = 300 763

68^{3} = 314 432

69^{3} = 328 509

70^{3} = 343 000

71^{3} = 357 911

72^{3} = 373 248

73^{3} = 389 017

74^{3} = 405 224

75^{3} = 421 875

76^{3} = 438 976

77^{3} = 456 533

78^{3} = 474 552

79^{3} = 493 039

80^{3} = 512 000

81^{3} = 531 441

82^{3} = 551 368

83^{3} = 571 787

84^{3} = 592 704

85^{3} = 614 125

86^{3} = 636 056

87^{3} = 658 503

88^{3} = 681 472

89^{3} = 704 969

90^{3} = 729 000

91^{3} = 753 571

92^{3} = 778 688

93^{3} = 804 357

94^{3} = 830 584

95^{3} = 857 375

96^{3} = 884 736

97^{3} = 912 673

98^{3} = 941 192

99^{3} = 970 299

100^{3} = 1 000 000

How to use: each block is 10 consecutive numbers. Within a block, numbers go in order. For example, in the block 1–10: 1³ = 1, 2³ = 8, 3³ = 27, …, 10³ = 1000.

Examples of using the table of cubes

Example 1. Find 7³

In the table, find the number 7 — next to it stands 343.

Answer: 7³ = 343.

Example 2. Find 12³

The number 12 is in the block 11–20. Cube of 12 = 1728.

Answer: 12³ = 1728.

Example 3. Find the volume of a cube with side 5 cm

Volume of a cube: V = a³, where a is the edge length. With a = 5 cm: V = 5³ = 125 cm³.

Answer: V = 125 cm³.

• Table of squares — Table of squares — the second power of numbers
• Table of powers — Table of powers — all powers of numbers
• Multiplication table — Multiplication table — the foundation of mental calculation
• Bradis table — Bradis table — for trigonometry

Frequently asked questions about the table of cubes

What is the cube of a number?

The cube of a number n is the result of multiplying the number by itself three times: n³ = n × n × n. For example, 4³ = 4 × 4 × 4 = 64.

Why is the table of cubes needed?

The table of cubes helps you quickly find the values of the third power of numbers when solving problems in algebra, geometry (for example, the volume of a cube) and physics, as well as for quick mental calculation.

Up to what number is the table of cubes presented?

On this page, the table of cubes is presented for natural numbers from 1 to 100.

How does the table of cubes differ from the table of squares?

The table of squares contains the second powers of numbers (n² = n × n), and the table of cubes contains the third powers (n³ = n × n × n). Both tables are used in the school curriculum, but the table of cubes is more often used when calculating volumes.

How to learn the table of cubes quickly?

Start with the cubes of numbers 1–10 — they appear most often in problems. Pay attention to patterns: cubes of small numbers grow slowly, and after 10 — quickly. Repeat regularly and apply in problems.

Compiled by: Alexey Pavlov, mathematics teacher.
Source: classic mathematical tables for the school curriculum.
Last updated: 11.10.2026.

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Table of cubes of natural numbers from 1 to 100

How to read the table of cubes

Table of cubes of natural numbers from 1 to 100

Examples of using the table of cubes

Example 1. Find 7³

Example 2. Find 12³

Example 3. Find the volume of a cube with side 5 cm

See also

Frequently asked questions about the table of cubes

What is the cube of a number?

Why is the table of cubes needed?

Up to what number is the table of cubes presented?

How does the table of cubes differ from the table of squares?

How to learn the table of cubes quickly?