1. What is the smallest number of distinct points that can define a plane 2. At how many points two distinct lines intersect 3. What is the intersection of to distinct non parallel lines
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Answer:
3,1,1
Step-by-step explanation:
1) As when it comes out for a plane it can be any arbitrary spread or a shape that may have been enclosed by locus of curves or straight lines. So for this purpose to represent a particular shape a minimum no of points needed are 3. Hence 3 distinct points can depict a plane.
2) when it comes two intersection of two lines, as these lines are made of two line segments that means there has to be only one unique intersection. Owing to the fact that they are unidirectional.
3) for two non parallel lines they will meet only once same reason as they two are also two line segments intersecting.
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