Answer:
The correct answers are marked.
Step-by-step explanation:
Line k is indicated as perpendicular to RX by the little square at their point of intersection.
Congruence of different line segments will be indicated by marks on them, or by the nature of the geometry containing them (a parallelogram, for instance). There is nothing in this diagram indicating RZ is congruent to GR.
The named points, X, B, V, N, are all shown as being in plane F, so are coplanar.
A plane contains an infinite number of points. In the diagram, there are 5 named points in plane F.
The endpoint of ray RH is point R, which is on line K. However, that is the extent of their intersection. Ray RH heads off in a different direction than line k, so is not part of it.
Segment VN is in plane F; ray RH is not in the plane, but is skew to segment VN. They are not headed in the same direction.
Points R and G are both on line k, so line RG is the same as line k.
