Question

5 Mario begins to fill a box with unit cubes. How can he find the volume of the box? when Choose all that are correct. There are 8 cubes on the first layer, so he can add that number to itself and use the expression 8 + 8 to find the volume. P > O The bottom layer of the box has 8 cubes. Adding two more layers gives a volume that can be found using 8 + 8 + 8. The box has a height of 3 units and a base area of 8 square units. So the volume can be found using the expression 8 x 3. O The length is 2, the width is 4, and the height is 3, so he can find the volume using the expression 2 +4 +3. He can multiply the length, width and height to find the volume using the expression 2 X 4 X 3.

Answer 1

Solution

The question tells us to find the volume of a box that contains unit cubes.

- The cube has dimensions of 2 units in width, 4 units in length, and 3 units in height. Thus, we can simply calculate the volume of the box using the formula for the volume of a box.

- The formula for the volume of a box is

$V=\text{length}\times\text{width}\times\text{height}$

- Thus, we can find the volume of the box as follows:

$V=2\times4\times3=24\text{units}^3$

- This implies that only the options with volumes that equal 24 cubic units are considered.

Final Answer

The answers are:

OPTIONS B, C, AND E