The number of cubes in one layer depends on the dimensions of the layer. For example, if the layer is a square with a side length of ( n ), then the number of cubes would be ( n \times n = n^2 ). If the layer has different dimensions, such as length ( l ) and width ( w ), then the number of cubes would be ( l \times w ).
The number of cubes in one layer depends on the dimensions of the layer. For example, if the layer is a square with each side measuring 5 cubes, there would be 5 x 5 = 25 cubes in that layer. If the layer has different dimensions, simply multiply the length by the width to find the total number of cubes.
Give us the dimensions of the prism.
For a rectangle, do the following:1. Count the number of cubes on one side of the retangle.2. Count the number of cubes on an adjacent side (not the opposite side)3. Multiple both numbers together. The result is your answer.
64
2 layers would fit in the prism and each layer would have 15 cubes. Total: 30 cubes.
The number of cubes in one layer depends on the dimensions of the layer. For example, if the layer is a square with each side measuring 5 cubes, there would be 5 x 5 = 25 cubes in that layer. If the layer has different dimensions, simply multiply the length by the width to find the total number of cubes.
Give us the dimensions of the prism.
8 cubes in total (two layers). (If a third layer is added, the cubes would be 1 inch above the box.)
That depends on the box.
For a rectangle, do the following:1. Count the number of cubes on one side of the retangle.2. Count the number of cubes on an adjacent side (not the opposite side)3. Multiple both numbers together. The result is your answer.
16 1-inch cubes
64
25
2 layers would fit in the prism and each layer would have 15 cubes. Total: 30 cubes.
it has six faces :)
-4
If the ratio of red to green cubes is 1 to 3, this means that for every 1 red cube, there are 3 green cubes. Together, these cubes make a total of 1 + 3 = 4 parts. To find the number of red cubes, divide the total number of cubes (24) by the total parts (4), which gives you 6. Therefore, there are 6 red cubes.