The volume of the cuboid is:
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The volume of the cuboid is:
To solve this problem, we need to identify the correct formula for the volume of a cuboid:
A cuboid is defined by three dimensions: length (), width (), and height (). To find the volume of a cuboid, we use the formula:
Given the answer choices:
The formula for the volume of a cuboid is explicitly listed in Choice 2, which is . This matches the standard mathematical formula for volume.
Thus, the correct answer to the problem is Choice 2: .
length X widthX height
What are the dimensions of a cuboid composed of two 4X3 rectangles
and of four 4X4 squares?
Area uses two dimensions (like length × width for rectangles), but volume always needs three dimensions. For cuboids, that's length × width × height.
Volume measures how much space an object takes up. You need length, width, AND height because a cuboid extends in all three directions in 3D space.
You still use the formula ! For example, if length = width = 4 and height = 3, then volume = 4 × 4 × 3 = 48.
Yes! Multiplication is commutative, so length × width × height = width × height × length = height × length × width. The result is always the same.
Volume is always measured in cubic units. If your dimensions are in centimeters, the volume is in cubic centimeters (cm³). If in meters, then cubic meters (m³).
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