Properties of Angles Formed by Two Parallel Lines and a Transversal
If l, m, n ...
Question
If l,m,n are lines in the same plane such that l intersects m and n∥m, then show that l intersects n also.
Open in App
Solution
Let if possible l and n be non-intersecting lines. ln But $n || m$ [Given] Therefore lm l and m are non-intersecting line But it is given that l and m are intersecting lines. So, our supposition is wrong. Hence line l intersects line n.