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Direction: Study the following information carefully and answer the question given below.
A, B, C, D, P, Q, and R are seven friends. Each of them has a different height. There are two friends who have height between Q and R as more than Q but less than R. Q is not the shortest among them. Only two friends have a height more than C. A is taller than D but shorter than B who is not the tallest one. Not more than four people are shorter than B. P is not the second tallest person among them.
Q. How many people taller than B?
  • a)
    One
  • b)
    Two
  • c)
    Three
  • d)
    Four
  • e)
    More than four
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
Direction: Study the following information carefully and answer the qu...
Given Information:
- A, B, C, D, P, Q, and R are seven friends.
- Each of them has a different height.
- There are two friends who have height between Q and R, more than Q but less than R.
- Q is not the shortest among them.
- Only two friends have a height more than C.
- A is taller than D but shorter than B.
- B is not the tallest one.
- Not more than four people are shorter than B.
- P is not the second tallest person among them.

Solution:
Let's analyze the given information step by step to find out the number of people taller than B.

Step 1: Determine the heights of Q and R
- Q is not the shortest among them.
- There are two friends who have height between Q and R, more than Q but less than R.

From this information, we can conclude that Q must be taller than the shortest person but shorter than R.

Step 2: Determine the heights of A, B, and D
- A is taller than D but shorter than B.
- B is not the tallest one.

From this information, we can conclude that B is taller than A and D. However, we cannot determine the exact order of their heights.

Step 3: Determine the heights of C, P, and the number of people shorter than B
- Only two friends have a height more than C.
- Not more than four people are shorter than B.
- P is not the second tallest person among them.

From this information, we can conclude that:
- C is shorter than at least 5 people (since there are at most 4 people shorter than B).
- P is not the second tallest, so there must be at least two people taller than P.
- Since only two friends have a height more than C, the remaining two people taller than P must be A and B.

Step 4: Determine the number of people taller than B
- From the above analysis, we know that A and B are taller than P.
- Since B is not the tallest one, there must be at least one person taller than B.
- Since A is taller than D, there must be at least two people taller than B.

Therefore, the correct answer is three people (option C) who are taller than B.
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Community Answer
Direction: Study the following information carefully and answer the qu...
(1) There are two friends who have height between Q and R as more than Q but less than R.
R > ____ > ____ > Q
(2) Q does not have the lowest height.
R > ____ > ____ > Q > ____
(3) Only two friends have a height more than C.
Case (I)
R > ____ > C > Q > ____ > ____ > ____
Case (II) 
____ > R > C > ____ > Q > ____ > ____ 
(4) A is taller than D but shorter than B who is not the tallest one. 
(5) Not more than four people are shorter than B. 
Case (I)
R > ____ > C > Q > B > A > D
Case (II) 
____ > R > C > B > Q > A > D 
(6) P is not the second tallest person among them. Therefore, case (I) eliminates here.
Thus the final order is as follows:
Case (II) 
P > R > C > B > Q > A > D 
Hence, three people taller than B.
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Direction: Study the following information carefully and answer the question given below.A, B, C, D, P, Q, and R are seven friends. Each of them has a different height. There are two friends who have height between Q and R as more than Q but less than R. Q is not the shortest among them. Only two friends have a height more than C. A is taller than D but shorter than B who is not the tallest one. Not more than four people are shorter than B. P is not the second tallest person among them.Q.How many people taller than B?a)Oneb)Twoc)Threed)Foure)More than fourCorrect answer is option 'C'. Can you explain this answer?
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