Answered

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A cubical box has dimensions 4in × 2in × 8in. How many cubes dimension 2in × 2in × 2in can be fixed in Cubical box? Write the formula

Sagot :

We can find how many small cubes (of edge of 2 in) fit in the cubical box of dimensions 4 in x 2 in x 8 in by dividing the volume of the box by the volume of the small cube:

[tex]n=\frac{V_{box}}{V_{cube}}=\frac{4*2*8}{2*2*2}=\frac{64}{8}=8[/tex]

We can check this result by looking at the dimensions of the box.

On the base length of 4 in will fit two cubes and on the base width of 2 in will fit one cube.

Then, for each 2 inches of height we can fit 2 cubes.

As we have 8 inches, we can fit 8/2*2 = 8 cubes.

Answer: 8 cubes.

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