Given the cube
Is each cube an cuboid?
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Given the cube
Is each cube an cuboid?
To determine if each cube is a cuboid, we start by defining both shapes.
Since a cube meets all the criteria of a cuboid (having six rectangular, or in this case square, faces, with all angles being right angles), a cube can indeed be classified as a cuboid.
In mathematical terms, a cube is a specific case of a cuboid where the length, width, and height are all the same.
Therefore, the answer to the question “Is each cube a cuboid?” is Yes.
Yes
Identify the correct 2D pattern of the given cuboid:
A cube is actually a special type of cuboid! While a cuboid can have different length, width, and height, a cube has all three dimensions equal. Think of it like squares and rectangles - all squares are rectangles, but not all rectangles are squares.
They look different because a cube is more symmetrical, but it still meets all the requirements of a cuboid:
Yes! Most cuboids are not cubes. Examples include shoe boxes, books, and rectangular prisms where the length, width, and height are different from each other.
Understanding that cubes are special cuboids helps you classify shapes correctly and solve geometry problems. It's like knowing that all squares are rectangles - it prevents confusion and helps you apply the right formulas!
A rectangular face has four sides where opposite sides are equal and all corners are 90-degree angles. In cubes, these rectangles happen to be squares because all four sides are equal.
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