Have you ever encountered a tricky puzzle where you need to figure out which path will lead to success?
Imagine a scenario with several cups and connected pipes, but not all paths are clear. Some paths are blocked, some are too long, and others are just waiting for the right flow to make their move.
In this challenge, your task is to determine which cup will fill first based on the paths of the liquid. The solution lies in a careful analysis of the pipes and their obstacles. So let’s dive into the puzzle and see if you can figure out which cup fills first!
To find out which cup fills first, we need to analyze the flow of liquid through the pipe system.
Upon closer inspection, many of the paths leading to the cups are either blocked or blocked:
• The path to cup 1 is blocked.
• The path to Cup 2 is similarly blocked.
• Cup lane 4 is also inaccessible.
• Cups 5, 6, and 7 are located further along the system, but their paths are either blocked or significantly longer.
Cup 3, however, has a free and unobstructed path, allowing the liquid to reach it first.
So the correct answer is Cup 3.
In conclusion, after careful evaluation of the placement of the pipes and their obstacles, it is clear that Cup 3 is the only one with a clear path. All other cups are either blocked or have longer, less direct paths, preventing them from filling first. Cup 3 is therefore filled with liquid first.