Puzzle of the Day : 5 December 2018

Directions (1-5): Study the information carefully and answer the question given below.
T, U, V, W, X, Y and Z are seven friends who live in seven storey building. The first floor is numbered 1 and the topmost floor is numbered 7. Each of them belongs to different cities viz, Rewa, Satna, Allahabad, Bokaro, Kurukshetra, Kernal and Chandigarh but not necessarily in the same order.
The person who belongs to Chandigarh lives above T. Z lives on the fifth floor. Neither X nor Z belongs to Satna. There are two floors between the floor in which X and V live. The person who belongs to Kernal lives on the topmost floor.  The one who belong to Kurukshetra lives just above X. V lives on an even-numbered floor. Y belongs to Allahabad. There is only one floor between U and the one who belongs to Satna. There are three floors between T and the one who belongs Rewa. Z and X don’t belong to Bokaro.
Q1. Who belongs to Rewa?
(a) V
(b) W
(c) X
(d) Z
(e) None of these
Q2. Which of the following groups live on even numbered floors? 
(a) V, X, Y
(b) U, W, Z
(c) Y, X, Z
(d) V, U, Y
(e) None of these
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Q3. Which of the following statements is/are true? 
(a) T lives on an even-numbered floor.
(b) There are two floors between the one who belongs to Rewa and Chandigarh.
(c) The one who belongs to Satna lives below W
(d) None is true
(e) None of these
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Q4. How many floors gap are there between Y and T?
(a) One
(b) Two
(c) Three
(d) None
(e) None of these
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Q5. Who among the following lives on the topmost floor?
(a) Y
(b) V
(c) W
(d) X
(e) None of these
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