Answer:
The correct options are A, C and D.
Step-by-step explanation:
From the given figure it is clear that points N and K lie on the line f, and line f is the intersection line of plane A and S.
So, points N and K are on plane A and S. Option A is correct.
Points P and M lie on the line n, and line n is not the intersection line of plane B and S.
We clearly see that point M is not on the plane S.
So, option B is incorrect.
Point P is the intersection of line n and line g.
So, option C is correct.
Point M and P lie on line n and point P and Q lie on line g.
Three points are collinear if they are lie on a straight line.
Since points M, P and Q are not collinear, therefore they are noncollinear.
So, option D is correct.
Line d intersects plane A at point L.
So, option E is incorrect.
