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Why is three to the third power referred to as three cubed?

Because the volume of a cube is the third power of the length of its side.


Which power can you write to represent the volume of the cube shown 13 in?

The third power.


Why is 2 to the third power call as 2 cubed?

Because, to find the volume of a cube, you raise the length of the side to the third power: if the side of a cube is 2, the volume is 2^3 or 8.


What does gcmto the third power?

The expression "gcm to the third power" likely refers to the unit "gcm" (grams centimeter) raised to the third power, which would denote a volume measurement in cubic grams per centimeter. This isn't a standard unit of measurement, as "gcm" is often used to represent density (grams per cubic centimeter). Therefore, "gcm³" would typically be interpreted as grams per cubic centimeter, which describes the mass of a substance per unit volume.


What is volume of sphere?

Volume = 4/3 times Pi times radius cubed (to the third power)


How due you find the volume of a cube?

One side of the cube to the third power.


A substance that has a fixed volume and a fixed shape?

It sounds like you are studying liquids, solids and gases.A liquid doesn't have a definite shape; it will shape like any container you pour it in.A gas doesn't have a definite volume; you can keep it at high pressure or low pressure and it will squeeze.A solid is the third type of physical state.


Should I find the volume of a cube by raising it to the third power?

You find the length of one side and take it to the third power. Vcube = (length of side)3


How do you find the volume of a cube then write it in expanded form?

To find the volume of a cube, raise the length of a side to the third power.


Which is the side length of a cube with a volume of 125 mm to the third power?

It is 5 cm.


If the volume of a cube is 79507 to the third power what is the length of the edges of the cube?

Each edge is 43.


What is the volume of the cube shown on the board?

It's the third power (cube) of the length of any edge.