Read the given information carefully and answer the questions.Each of the six sections, U, V, W, X, Y and Z of the same class has different number of students. Only Z has more number of students than X. V has more number of students than Y but less than U. W has more number of students than both Y and U. The section having the third highest number of students has 39 students. Y has 24 students.

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Read the given information carefully and answer the questions.Each of the six sections, U, V, W, X, Y and Z of the same class has different number of students. Only Z has more number of students than X. V has more number of students than Y but less than U. W has more number of students than both Y and U. The section having the third highest number of students has 39 students. Y has 24 students.

Asked on 2018-07-01 18:16:14 by Guest | Votes 0 | Views: 110 | Tags: sbi | sbi po | sbi po 2016 | reasoning | Add Bounty

Read the given information carefully and answer the questions.

Each of the six sections, U, V, W, X, Y and Z of the same class has different number of students. Only Z has more number of students than X. V has more number of students than Y but less than U. W has more number of students than both Y and U. The section having the third highest number of students has 39 students. Y has 24 students.

How many students does section V possibly have ?
1). 39
2). 43
3). 55
4). 31

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2 answers

3 vote

Answered by Guest on 2019-04-08 18:53:18 | Votes 3 | #

Solution

Only Z has more number of students than X, => Z has the highest number of students and X has second highest.

V has more number of students than Y but less than U, => U > V > Y

W has more number of students than both Y and U, => W > U > V > Y

Combining above statements, we get

$\therefore$ Z > X > W > U > V > Y

Number of students in W = 39 and Y = 24

V lies between W and Y, thus number of students in V is between 24 and 39

The only option that satisfies above condition = 31

=> Ans - (D)

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2 vote

Answered by Guest on 2019-04-30 21:21:14 | Votes 2 | #

Solution

Only Z has more number of students than X, => Z has the highest number of students and X has second highest.

V has more number of students than Y but less than U, => U > V > Y

W has more number of students than both Y and U, => W > U > V > Y

Combining above statements, we get

$\therefore$ Z > X > W > U > V > Y

Number of students in W = 39 and Y = 24

V lies between W and Y, thus number of students in V is between 24 and 39

The only option that satisfies above condition = 31

=> Ans - (D)

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