The present age of Aakash is 66.66% more than that of Dhiraj. Sameer is half as old as Dhiraj whose present age is 'x' times of the present age of Namrita. Aakash's present age is 'y' times the present age of Prashant whose present age is twice the present age of Namrita. Which of the following equations satisfy the corresponding possible values of 'p' and 'q' given in the question?
(Consider 'x' and 'y' as integers and roots of the given following both the equations in each option)
1
p2 – 2p + 10 = 0 and p2 – 4p + 20 = 0
2
p2 – 3p + 20 = 0 and p2 – 6p + 40 = 0
3
p2 – 4p + 30 = 0 and p2 – 8p + 60 = 0
4
p2 – 5p + 30 = 0 and p2 – 10p + 60 = 0
5
p2 – 6p + 80 = 0 and p2 – 12p + 160 = 0