In the adjoining figure, BM⊥AC and DN⊥AC. If BM=DN, prove that AC

1.	In the adjoining figure, BM⊥AC and DN⊥AC. If BM=DN, prove that AC bisects BD.
Answer» In the adjoining figure, $B M ⊥ A C$ and $D N ⊥ A C$ . If $B M = D N$ , prove that $A C$ bisects $B D$ .

In the adjoining figure, BM⊥AC and DN⊥AC. If BM=DN, prove that AC bisects BD.

Answer»

In the adjoining figure, $B M ⊥ A C$ and $D N ⊥ A C$ . If $B M = D N$ , prove that $A C$ bisects $B D$ .