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A delivery truck service needs to transport 75 boxes. The boxes are all cubes with a side length of 18 in. How much space will...
A delivery truck service needs to transport 75 boxes. The boxes are all cubes with a side length of 18 in. How much space will
the service need to transport the boxes? Use the formula for the volume of a cube. (1 point)
1, 350 in.3
24, 300 in.2
5, 832 in.3
437, 400 in.3
the service need to transport the boxes? Use the formula for the volume of a cube. (1 point)
1, 350 in.3
24, 300 in.2
5, 832 in.3
437, 400 in.3
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Answered by
GPT 3.5
The volume of a cube is calculated using the formula V = s^3, where s is the side length of the cube.
Given that the side length of the cube is 18 inches, we can calculate the volume of one cube:
V = 18^3
V = 5832 in.^3
Since there are 75 boxes to transport, we need to multiply the volume of one box by the number of boxes:
Total volume = 5832 in.^3 * 75 = 437,400 in.^3
Therefore, the service will need 437,400 in.^3 of space to transport the 75 boxes.
Given that the side length of the cube is 18 inches, we can calculate the volume of one cube:
V = 18^3
V = 5832 in.^3
Since there are 75 boxes to transport, we need to multiply the volume of one box by the number of boxes:
Total volume = 5832 in.^3 * 75 = 437,400 in.^3
Therefore, the service will need 437,400 in.^3 of space to transport the 75 boxes.
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