Arrange eight boxes (P, Q, R, S, T, U, V, and W) in a shelf from bottom to top based on the following conditions: Only three boxes are placed between box T and box Q. Only two box... Arrange eight boxes (P, Q, R, S, T, U, V, and W) in a shelf from bottom to top based on the following conditions: Only three boxes are placed between box T and box Q. Only two boxes are placed between box R and box V. Box Q is placed immediately above box U. Only one box is placed between box W and box P. Box V is placed above box P. Two boxes are placed between box P and box S. Box S didn't place below box R. Box W is placed above box Q.
Understand the Problem
The question requires arranging eight boxes (P, Q, R, S, T, U, V, and W) in a shelf from bottom to top based on a given set of conditions, this is a logic puzzle solving problem.
Answer
T, R, U, Q, P, W, S, V from bottom to top.
Based on the information provided, here is the arrangement of the boxes from bottom to top:
Bottom:
- T
- R
- U
- Q
- P
- W
- S
- V Top:
Answer for screen readers
Based on the information provided, here is the arrangement of the boxes from bottom to top:
Bottom:
- T
- R
- U
- Q
- P
- W
- S
- V Top:
More Information
To solve this type of question, it is important to break down each of the statements and create associations, and then build up the associations until you have an answer. Search results include similar questions that can help understanding how to solve this type of question.
Tips
It can be useful to create a diagram to solve the problem.
Sources
- PDF - Smartkeeda - smartkeeda.com
- Set No 99 - Smartkeeda - smartkeeda.com
- Box Puzzle-Single Variable Set - 5-1721044937001 | PDF - Scribd - scribd.com
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