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Among six persons, P, Q, R, S, T and U, each one has a different weight. The weight of Q is more than only two other persons. The weight of P is more
Question

Among six persons, P, Q, R, S, T and U, each one has a different weight. The weight of Q is more than only two other persons. The weight of P is more than U's weight. The weight of S is more than Q's weight. The weight of R is less than the weight of T. The weight of Q is more than the weight of T. U has the second highest weight among all the six persons. Who has the third highest weight among all six persons?

A.

R

B.

S

C.

T

D.

P

Correct option is B

Given Information:
Q's weight is more than only two other persons.
This means Q is fourth in the order of weight.
P's weight is more than U's weight.
This means P > U.
S's weight is more than Q's weight.
This means S > Q.
R's weight is less than T's weight.
This means R < T.
Q's weight is more than T's weight.
This means Q > T.
U has the second-highest weight among all six persons.
This fixes U as second, and P must be first, as P > U.
From the clues, we can arrange the weights in descending order:
P: Heaviest (1st position).
U: Second heaviest (2nd position).
S: More than Q, so S is 3rd.
Q: More than two people, so Q is 4th.
T: Less than Q, so T is 5th.
R: Less than T, so R is 6th.
Now order by Weight:
P > U > S > Q > T > R 
Thus, correct option is (b).

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