The shape of a cross-section of a cube depends on the orientation of the slicing plane. What is the cross-section of a cube, if the slice is made parallel to one of the faces?
The cross-section of a cube, if the slice is made parallel to one of the faces, would be a square congruent to the face of the cube.
The cross-section of the cube that is obtained by slicing a cube parallel to one of it's face is:
Square
We know that the faces of a cube are made up of squares.
As, the cube has 6 faces each made up of squares.
so, when is slicing is done parallel to any of the faces of a cube then we will obtain the slice similar to the shape of the face of the cube.
i.e. the cross-section of the slice so formed is:
Square.
Also, the slicing could be seen with the help of a figure.