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###### A straight line through the origin $O$ meets the parallel lines $4 x+2 y=9$ and $2 x+y+6=0$ at points $P$ and $Q$, respectively. The point $O$ divides the segment $P Q$ in the ratio(A) $1: 2$(B) $3: 4$(C) $2: 1$(D) $4: 3$

A straight line through the origin $O$ meets the parallel lines $4 x+2 y=9$ and $2 x+y+6=0$ at points $P$ and $Q$, respectively. The point $O$ divides the segment $P Q$ in the ratio (A) $1: 2$ (B) $3: 4$ (C) $2: 1$ (D) $4: 3$

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