Study the following information and answer the given questions.
There are six boxes i.e. M, N, O, P, Q and R having different weight. Each box contains different number of balls i.e. 2, 3, 4,5,6 and 1 but not necessarily in the same order.
Rcontains more ball than M and weights more than 0, which contains odd number of balls. Box N contains 4 balls. P weighs more than only O. M weighs more than Q and N, but less than R. Box Q contains 2 balls and weighs more than N. The difference between the number of balls of box Mand Nis 1 and Box M contains more than 3 balls.
If weight of the box Q is 12 kg then what may be the weight of box M?

Options

A. 11
B. 11.5
C. 14
D. 10

Answer

C

Explanation

From the given definite conditions: P weighs more than only O (P>0). M weighs more than Q and N, but less than R. Box Q contains 2 balls and weighs more than N
Weight R > M > Q > N > P > O
Now it is given that contains 2 balls. Box N contains 4 balls, and difference of balls of (M- N) box equal to 1 and M contains more than 3 balls. So Box M contains 5 balls. R contains more than M so R= 6 balls.
So we can deduce the following arrangement from the above given condition R (6) > M (5) > Q(2) > N(4) > P (1/3) > O (1/3)