You multiply the height, length, and width of the cube and the answer is the volume.
There would be 1,452 1cm cubes that fit in a 12cmx12cmx11cm cube. This is determined by multiplying the dimensions of the larger cube together (12x12x11) and dividing by the volume of the smaller cubes, which is 1cm^3.
Volume is equal to Length x Width x Height. 5x3x2=30 cubes
The volume is 1 million cm3
The volume is 0.125 cm3
You multiply the length by the width by the height to get the volume.
There would be 1,452 1cm cubes that fit in a 12cmx12cmx11cm cube. This is determined by multiplying the dimensions of the larger cube together (12x12x11) and dividing by the volume of the smaller cubes, which is 1cm^3.
Volume is equal to Length x Width x Height. 5x3x2=30 cubes
Mass and volume are not determined by density. Rather density is determined by mass and volume
Add all of the cubes
The volume is 0.125 cm3
The volume is 1 million cm3
You multiply the length by the width by the height to get the volume.
The volume of cubes put together is the sum of the individual volumes of each cube. If each cube has a side length of (s), its volume is calculated as (s^3). Therefore, for (n) identical cubes, the total volume would be (n \times s^3). If the cubes are arranged in a way that they do not overlap, the total volume is simply the aggregate of their individual volumes.
To find the volume of a solid prism made from centimeter cubes, you can count the total number of cubes used to construct the prism. Since each cube has a volume of 1 cubic centimeter, the total volume of the prism is equal to the number of cubes. Alternatively, if the prism has a defined base area and height, you can calculate the volume using the formula: volume = base area × height.
30
One way to find out the number of cubes that can fit inside a rectangular box is to use its volume. Knowing the volume of the cubes and that of the box can give an accurate reading of the cubes that can fit.
A cube made from 8 smaller cubes would have a greater volume than a long row of cubes if the row consists of fewer than 8 cubes. The volume of a cube is calculated as the side length cubed, and since 8 cubes can be arranged to form a larger cube, their combined volume will exceed that of a straight line of cubes. If the row also consists of 8 cubes and is arranged in a straight line, their volumes would be equal, but the cube would occupy a smaller space due to its three-dimensional shape.