Study the information below and answer questions based on it.
Ten coins are distributed among four people P, Q, R & S such that if one person gets n coins, second gets (n +1), third gets (n + 2) and so on but not necessarily in the same order. Q gets more coins than P and S gets fewer coins than R.
If Q gets twice the number of coins given to P which of the following is necessarily true ?

Options

A. S can have only odd values
B. S can have both even as well as odd values
C. Sum of P & S is 4
D. Only R can have both even as well as odd values

Answer

A