B, C, D, F and H have different marks. Only one person has scored between B and D.
Only three people have scored between H and B. No one has scored between F and B
and F's score is more than B's score. How many people have scored less than C?
-
A.
One
-
B.
Four
-
C.
Three
-
D.
Two
Correct Answer:
C. Three
Explanation:
The correct answer is Option D: Two.
To determine the ranking, analyze the provided conditions:1. No one scored between F and B, and F scored higher than B, meaning they are adjacent (F, B).
2. Three people scored between H and B. Given there are only five people in total (B, C, D, F, H), H must be at the opposite end of the ranking from B. This places H at the bottom and F at the top: F, B, \_, \_, H.
3. Only one person scored between B and D. Based on the previous arrangement, D must be in the fourth position: F, B, \_, D, H.
4. This leaves the third position for C. The final order from highest to lowest score is F, B, C, D, H.
According to this sequence, both D and H scored lower than C, totaling two people.
Click below to open Discussion & Feedback
0 Issues
Please
login to comment or Report Issues.