Created By : Jatin Gogia
Reviewed By : Rajasekhar Valipishetty
Last Updated : Apr 06, 2023
Third Power Calculator is a free online tool that helps to calculate the cube value for the large base integers and real numbers. The third power calculator will help you in getting answers for both negative and positive values. You could get step-by-step detail for the solution.
Third Power Calculator: Using the 3rd power calculator you can easily calculate the cube values for the given numbers in no time. The calculator is effective and efficient which will help you in getting the solution easily. To get detailed solutions to the calculation of third power you can refer to the below article.
1. Does the 3rd power of the negative numbers are positive?
No, the negative of the third power is always negative such as -a x -a x -a = -a3.
2. What is the formula to calculate the 3rd power of the given numbers?
You can easily calculate the third power of any given number by using the formula number3 = number x number x number, which is multiplying the number thrice by itself.
3. What is the 5 to the 3rd power?
By multiplying the number thrice by itself we will get 53 = 5x5x5 = 125.
4. Is the cube and third power are same?
Yes, when we calculate the cube of any given number we multiply the number thrice by itself, and when we find the third power of the given number then also we will multiply the number thrice by itself.
5. Is the third power calculator available for free?
Yes, by visiting LCMGCF you can easily use the 3rd power calculator for free and perform your calculations easily.
The third power is generally calculated when the number is multiplied thrice by itself. These are commonly known as cubes for the given numbers. Third Power can be expressed as a3. For example, the third power can be called “4 cubed” or “4 to the power of 3” or “43” which is similar to the 4 x 4 x 4 = 64.
The cube for the given number can be found when the number is multiplied three times by itself.
number3 = number x number x number
We can calculate the third power for the given numbers in the simple steps:
NOTE: the negative numbers when calculated for the cubes give a negative product such as -a x -a x -a = -a3
If you get confused in finding the third power for the required numbers then you can refer to the below-provided table to get a detailed view of the cube value for 1 to 100 numbers.
1³ = 1 |
2³ = 8 |
3³ = 27 |
4³ = 64 |
5³ = 125 |
6³ = 216 |
7³ = 343 |
8³ = 512 |
9³ = 729 |
10³ = 1000 |
11³ = 1331 |
12³ = 1728 |
13³ = 2197 |
14³ = 2744 |
15³ = 3375 |
16³ = 4096 |
17³ = 4913 |
18³ = 5832 |
19³ = 6859 |
20³ = 8000 |
21³ = 9261 |
22³ = 10648 |
23³ = 12167 |
24³ = 13824 |
25³ = 15625 |
26³ = 17576 |
27³ = 19683 |
28³ = 21952 |
29³ = 24389 |
30³ = 27000 |
31³ = 29791 |
32³ = 32768 |
33³ = 35937 |
34³ = 39304 |
35³ = 42875 |
36³ = 46656 |
37³ = 50653 |
38³ = 54872 |
39³ = 59319 |
40³ = 64000 |
41³ = 68921 |
42³ = 74088 |
43³ = 79507 |
44³ = 85184 |
45³ = 91125 |
46³ = 97336 |
47³ = 103823 |
48³ = 110592 |
49³ = 117649 |
50³ = 125000 |
51³ = 132651 |
52³ = 140608 |
53³ = 148877 |
54³ = 157464 |
55³ = 166375 |
56³ = 175616 |
57³ = 185193 |
58³ = 195112 |
59³ = 205379 |
60³ = 216000 |
61³ = 226981 |
62³ = 238328 |
63³ = 250047 |
64³ = 262144 |
65³ = 274625 |
66³ = 287496 |
67³ = 300763 |
68³ = 314432 |
69³ = 328509 |
70³ = 343000 |
71³ = 357911 |
72³ = 373248 |
73³ = 389017 |
74³ = 405224 |
75³ = 421875 |
76³ = 438976 |
77³ = 456533 |
78³ = 474552 |
79³ = 493039 |
80³ = 512000 |
81³ = 531441 |
82³ = 551368 |
83³ = 571787 |
84³ = 592704 |
85³ = 614125 |
86³ = 636056 |
87³ = 658503 |
88³ = 681472 |
89³ = 704969 |
90³ = 729000 |
91³ = 753571 |
92³ = 778688 |
93³ = 804357 |
94³ = 830584 |
95³ = 857375 |
96³ = 884736 |
97³ = 912673 |
98³ = 941192 |
99³ = 970299 |
100³ = 1000000 |
Example:
What is 15 to the 3rd power?
Solution:
Given 15 to the 3rd power
We will multiply 15 three times by itself to get the 15 to the 3rd power.
=> 153 = 15x15x15
=> 153 = 3375
Thus, 3375 is the 15 to the 3rd power, or cube of 15 is 3375.