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