Answer:
Option A
Explanation:
Let A, B, C and D denote the amounts with these individuals respectively.
Then, A+B=C+D,B+D>A+C,A>B.
Now, B+D>A+C and A>B
=> B+D>A+C>B+C
=> B+D>B+C => D>C.
Also,A+ B = C + D,A > B and D > C
=> 2B < A+B = C + D < 2C.
=> 2B < 2C => C >B
Now A>B, C>B, D>C => A>B,D>C>B.
Thus, each one of A, D and C has more amount than B. Hence, B has the least amount.