P and Q are the points of trisection of the diagonal BD of the parallelogram ABCD, Prove that CQ is parallel to AP. Prove also that AC bisects PQ.

P and Q are the points of trisection of the diagonal BD of the paralle

1.	P and Q are the points of trisection of the diagonal BD of the parallelogram ABCD, Prove that CQ is parallel to AP. Prove also that AC bisects PQ.
Answer» $P$ and $Q$ are the points of trisection of the diagonal $B D$ of the parallelogram $A B C D$ , Prove that $C Q$ is parallel to $A P$ . Prove also that $A C$ bisects $P Q$ .