What is the largest number of edges of a regular triangular prism that can cross a plane that does not pass through
| November 25, 2020 | education
What is the largest number of edges of a regular triangular prism that can cross a plane that does not pass through any of the vertices of the prism.
the largest number of edges of a regular triangular prism can intersect a plane that does not pass through any of the vertices of the prism will be equal to 3, because if it does not touch the planes, then it is perpendicular to them, 3 edges are connected in the plane, then these 3 edges will intersect plane.
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