Same as raising it to a half means square rooting it, x ^ 1/3 = [cube root] of x
Raising a number to the third power is referred to as cubed.
It is loosely called "cubing" the number.
You indicate it with a superscript on the number. For example, a to the third power is a3
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Raising a number to the third power is the same as multiplying the number with itself, in such a way that there are a total of 3 factors. In this case, (-5) x (-5) x (-5).
cube/cubed
The third cube number is 27, which is calculated by raising 3 to the power of three (3^3). The sequence of cube numbers starts with 1 (1^3 = 1), followed by 8 (2^3 = 8), and then 27.
Raising a number to the power of 1 doesn't change the number.
Seven to the third power, written as (7^3), means multiplying the number 7 by itself three times: (7 \times 7 \times 7). This calculation equals 343. In general, raising a number to a power indicates how many times to use that number in multiplication.
To calculate the volume of a cube, you use the third power of the length, so for example, if the length of an edge of a cube is 3" then the volume is 3x3x3 = 27 cubic inches. As a result, any time a number is raised to the third power, we can call it cubed, much as raising it to the second power is that number squared.
The third cubed number is (3^3), which equals (27). Cubed numbers are obtained by raising a number to the power of three, so the first few cubed numbers are (1^3 = 1), (2^3 = 8), and (3^3 = 27). Thus, the third cubed number is 27.
Cubed typically refers to raising a number to the third power, while squared refers to raising a number to the second power. If we let "x" represent a number, then "cubed" can be written as (x^3) and "5 squared" as (5^2 = 25). Therefore, "cubed subtracted by 5 squared" can be expressed as (x^3 - 25).