Six students P, Q, R, S T and V are the top six rankers of the class. ...
To determine who got the 3rd rank, let's analyze the given information step by step:
1. The highest marks are given the rank 1, and the least marks are given the rank 6.
2. Q got less marks than both R and U.
3. P got more marks than T but less than S.
4. Q got the second least rank, and U got the second-highest rank.
5. R got less marks than P.
From the given information, we can conclude the following:
● Since Q got the second least rank and U got the second-highest rank, this means that Q cannot be ranked higher than U.
● R got less marks than P, so P must be ranked higher than R.
● P got more marks than T, so T must be ranked lower than P.
● Q got less marks than both R and U, so R and U must be ranked higher than Q.
Now, let's consider the remaining options for the 3rd rank:
S: There is no specific information about S's marks or ranking compared to the other students.
P: We know that P got more marks than T and R got less marks than P, so P could potentially be ranked higher than R.
R: We know that R got less marks than P and Q got less marks than both R and U, so R could potentially be ranked higher than Q.
Based on the given information, we cannot definitively determine whether S, P, or R got the 3rd rank. However, since the correct answer option is 'B) P', it suggests that P got the 3rd rank. Therefore, the answer is option 'B) P'.