Drag and drop each shape to the correct cross-section description.
The cube is sliced in a way such that the plane passes through three intersecting edges, cutting off a corner of the cube where the three vertices of the triangle are at the same distance from the corner.
The cube is sliced in a way such that the plane passes through the cube at an angle not perpendicular or parallel to the base.
1
Drop Area
2 Drop Area
The cube is sliced in a way such that the plane passes through two parallel edges, where one edge is in the upper-left portion of the cube and the other edge is in the lower-right portion of the cube.
3
Drop Area
The cube is sliced in a way such that the plane passes through five of the six faces of the cube.
4
Drop Area
The cube is sliced in such a way that the plane passes through all six faces of the cube.
5 Drop Area
Drag and drop the correct choice into the drop areas on the image above
rectangle
:hexagon
:: pentagon
equilateral triangle
parallelogram
1: equilateral triangle
2: parallelogram
3: rectangle
4: pentagon
5: hexagon
1 Drop Area: equilateral triangle
2 Drop Area: parallelogram
3 Drop Area: rectangle
4 Drop Area: hexagon
5 Drop Area: pentagon