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Gas water electricity puzzle game solution.
There are three houses or squares drawn on paper and below them three smaller squares representing gas water and electricity suppliers.
In a suburb three new houses all have to be connected to a gas red water blue and electricity green supply.
Draw lines to get each utility into every house without crossing over any line.
This problem is perhaps the perfect introduction to graph theory.
Would you want someone else s water gas or electric line running through your house.
All houses should get their own gas water and electricity connection.
Origin of the puzzle.
Suppose there are three cottages on a plane or sphere and each needs to be connected to the water gas and electricity companies.
When you reach the moat you ll see a console and a locked door on the other said.
You should remove your proposed solution or at least remove your smug comment easy when you know how and replace it with a statement that the answer you proposed is not correct.
All you had to do is to connect all 3 houses to the water electricity and gas suppliers by drawing the connection without crossing any lines.
The idea is that the three houses in the graphic must each recieve all three utilities gas electricity and water without crossing any lines you can t go under or over and you can t steal from another house.
But this puzzle is much older than electric lighting or even gas loyd most probably modified a previously existing puzzle.
Because of the danger of stealing no connections are laid below a house.
At last a way to solve the water gas electricity puzzle without using any 3d methods passing through houses etc etc.
The three cottages problem or sometimes water gas and electricity can be stated as follows.
When you tell bd 1 to interact with the console the engine will start turning and the door will open.
Do you think you know the solution.
Aim of the game.
Someone who works in the office at my job asked if i had seen the puzzle.
I don t think so.
The puzzle is not solvable.
Furthermore no connections may cross each other.
The classical mathematical puzzle known as the three utilities problem.
