Since I dig the puzzles I'll add one.
Situation:
1. There exists
two rooms,
not connected to each other.
2. In
Room 1, there is an electrical switch with
3 levers. Labeled "A", "B", and "C".
3. In
Room 2, there is
one light bulb, that is connected to only
one of the light switches in
Room 1. The other two are duds.
Constraints and Goal:
Your goal is to determine
exactly which switch controls the light bulb. There is no possibility of telling from inside
Room 1 which one controls the bulb. You can switch the 3 switches in any position (on or off) combination and take as much time as you'd like, while you are still in
Room 1.
However, when you leave and enter
Room 2, upon inspection of the light bulb, you should immediately be able to tell
exactly which one of the switches in
Room 1 controls the bulb.
Remember, after leaving
Room 1, you cannot come back in to re-adjust the switches.
Now explain how you can be able to determine which switch controls the bulb, and your reasoning.
