The volume is 3.375m3
The volume of a cube equals its side length cubed. In this case it is 4.5m3 which gives a volume of 91.125m3
length x width x height= volume measured in in.^3 , m^3 , etc.
The unit of length is metre(m), unit of volume is centimetre cube(c.c), unit of mass is kilogram(kg).
2 m per edge.
To determine how many small blocks were used to build a cube, you need to know the dimensions of the cube and the dimensions of the small blocks. If the cube has a side length of ( n ) and the small blocks have a side length of ( m ), then the number of small blocks used can be calculated by finding the volume of the cube ( n^3 ) and dividing it by the volume of a small block ( m^3 ). Thus, the formula would be ( \frac{n^3}{m^3} ).
Oh, what a happy little question! To find the length of a side of a cube, you simply need to take the cube root of its volume. So, for a cube with a volume of 3375 m³, the length of each side would be 15 meters. Just remember, there are no mistakes, only happy little accidents in math!
It is: 17 m
It is: 17 m
5.990726415 m
Well, isn't that just a fun little math problem! To find the side length of a cube with a volume of 1331 m³, you simply need to take the cube root of 1331. So, the side length of this cube would be 11 meters. Voilà!
Volume of cube: 10*10*10 = 1000 cubic m
A cube with area 294cm2 has a volume of 343cm3 A cube with edge length 17.1cm has a volume of about 5000.21cm3
Volume=Length*Breadth*Height. therefore SI Unit of Volume is Metre cube (M^3)
The volume of a cube equals its side length cubed. In this case it is 4.5m3 which gives a volume of 91.125m3
To find the volume of the cube, first convert the side length to meters, which is 1.50 meters. The volume of a cube is calculated by cubing the side length, so V = (1.50)^3 = 3.375 cubic meters. Thus, the volume of the cube is 3.375 cubic meters.
length x width x height= volume measured in in.^3 , m^3 , etc.
The unit of length is metre(m), unit of volume is centimetre cube(c.c), unit of mass is kilogram(kg).