If line PQ, PR, PS and PT are parallel to a line m, what can be said about the points P, Q, R, S and T.
Answer :
Since , we know by parallel Axiom's , that if m is a line and point ' P' not on it So, there is only one line let say l , which passes through P and parallel to m .
So,
PQ , PR , PS , PT are the line through the point P , parallel to the line m . Point P , Q , R , S , T are on line l .
Hence
Points P, Q , R , S and T are colinear .
Since , we know by parallel Axiom's , that if m is a line and point ' P' not on it So, there is only one line let say l , which passes through P and parallel to m .
So,
PQ , PR , PS , PT are the line through the point P , parallel to the line m . Point P , Q , R , S , T are on line l .
Hence
Points P, Q , R , S and T are colinear .