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Direction: Study the following information carefully and answer the questions given below:
Eight boxes viz. P, Q, R, S, T, U, V and W kept one above another such that the bottommost box is numbered 1 while the box above it is 2, and so on.
Box U is a prime-numbered box but not box 5. The number of boxes above W is equal to the number of boxes below box U. Box number of box S is twice of box number of box V. Box P is just above box U. Box Q is two boxes above box T.
Which among the following box is bottommost box?
P
T
R
V
Q
- U is a prime-numbered box: Possible positions for U are 2, 3, or 7 (since 5 is excluded).
- Number of boxes above W equals number below U: This means W is at position 2 and U at position 3.
- Box S is twice the position of box V: Possible pairs (S, V) are (2, 1), (4, 2), and (6, 3); valid here is (4, 2) or (6, 3).
- P is just above U: P is at position 4.
- Q is two boxes above T: With the current setup, Q is at position 7 and T at 5.
Sorting all, we have:
1. V
2. W
3. U
4. S
5. T
6. P
7. Q
8. R
Thus, the bottommost box is V.
The correct answer is Option: 4 - V.
.
By: Parvesh Mehta ProfileResourcesReport error
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