sat what's the maximum number of rectangular blocks measuring 3 inches by 2 inches by 1 inch that can be packed into a cube-shaped box whose interior measure 6 inches on an edge?ps:answer is 36
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sat
what's the maximum number of rectangular blocks measuring 3 inches by 2 inches by 1 inch that can be packed into a cube-shaped box whose interior measure 6 inches on an edge?
ps:answer is 36
首先计算下大正方体的体积(cube-shaped box whose interior measure 6 inches on an edge)
V=6的三次方=216
然后计算小长方体的体积(measuring 3 inches by 2 inches by 1 inch )
V=3×2×1=6
于是最多可以装下216÷6=36块
希望对你有帮助~
6 6 36
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