Given: Two plane mirrors m and n are in such a way that m || n. In incident ray AB after reflection, reflects along BC and CD. BM and CN are normal respectively on mirror m and n.
To prove: AB || CD
Proof: ∵ BM ⊥ m, CN ⊥ n. and m||n
CN ⊥ m => BM || CN
For two parallel lines BM and CN a transversal line BC intersects at points B and C.