Ps age is twice Qs age. One year ago, Rs age was exactly half of Ps age at that time.
Ps age is twice Qs age. One year ago, Rs age was exactly half of Ps age at that time.
Let P's age be 2Q since P's age is twice Q's age. One year ago, P's age would have been 2Q - 1 and R's age would have been (2Q - 1) / 2. This means R's current age is greater than (2Q - 1) / 2 + 1 = (2Q + 1) / 2, which will always be greater than Q's current age as long as Q's age is positive. Thus, the quantity in Column A is greater.
If "R must be older than Q" as you state, then the correct answer is A.
Is there something wrong with this question? What is the value of R??!!!