Suppose a plane intersects a cube through three intersecting edges How can you ensure that the triangle cross section is an equilateral triangle? 1. The corner of the cube can be sliced off such that


Suppose a plane intersects a cube through three intersecting edgesHow can you ensure that the triangle cross section is an equilateral triangle?1. The corner of the cube can be sliced off such that the three verticies of the triangle are at the same distance from the corner of the cube2. The corner of the cube can be sliced off such that the plane intersects the base3. The corner of the cube can be sliced off such that the plane is perpendicular to the base

Suppose a plane intersects a cube through three intersecting edges How can you ensure that the triangle cross section is an equilateral triangle? 1. The corner of the cube can be sliced off such that


Suppose a plane intersects a cube through three intersecting edgesHow can you ensure that the triangle cross section is an equilateral triangle?1. The corner of the cube can be sliced off such that the three verticies of the triangle are at the same distance from the corner of the cube2. The corner of the cube can be sliced off such that the plane intersects the base3. The corner of the cube can be sliced off such that the plane is perpendicular to the base

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