The statement is true; a parallelogram cannot be a cross section of a triangular prism. The cross sections of a triangular prism are typically triangular or trapezoidal, depending on the orientation of the cut. While a parallelogram can be formed by certain cuts through a prism, in the case of a triangular prism, the specific shape of the bases (triangles) and the lateral faces (rectangles) restrict the cross sections to triangles and trapezoids.
A triangular prism has a triangular cross-section. A rectangular prism has a rectangular cross-section.
Answer 1A triangle. Answer 2For a triangular prism, the cross section is a triangle.
A prism can have a triangular cross-section with a rectangular base
Yes the triangular cross-section area is congruent throughput the prism.
The statement is true; a parallelogram cannot be a cross section of a triangular prism. The cross sections of a triangular prism are typically triangular or trapezoidal, depending on the orientation of the cut. While a parallelogram can be formed by certain cuts through a prism, in the case of a triangular prism, the specific shape of the bases (triangles) and the lateral faces (rectangles) restrict the cross sections to triangles and trapezoids.
A triangular prism has a triangular cross-section. A rectangular prism has a rectangular cross-section.
A triangle forms the cross-section of a triangular prism.
Yes, it can.
Answer 1A triangle. Answer 2For a triangular prism, the cross section is a triangle.
It has triangular bases and a triangular cross-section across its main axis.
Triangular
A prism can have a triangular cross-section with a rectangular base
Yes the triangular cross-section area is congruent throughput the prism.
It is a triangle, and it will be the same all the way through the prism.
A right-angled triangular prism!
Triangular faces (and cross section).