How to Solve Die Hard's Water Canister Puzzle

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How to Solve Die Hard's Water Canister Puzzle
How to Solve Die Hard's Water Canister Puzzle
Anonim

You must defuse a bomb by placing exactly 4 liters of water on a scale. The only problem is that you only have one 5 liter and one 3 liter tank available! This classic riddle, made famous by the movie Die Hard, may seem impossible without a measured glass, but it is, in fact, quite simple.

If you are only interested in the solution, click here to skip to the answer. If, on the other hand, you want to solve the riddle by yourself with some suggestions, read on.

Steps

Method 1 of 2: Getting to the Solution (Tips)

Step 1. Simplify the question and your possibilities

Leaving the film aside for a moment, think about the riddle in the simplest terms possible. What information is available to you, what is your goal and what are your options? Here is a way to rephrase the riddle in a simpler way:

You have two empty water tanks in your hand. One can hold 3 liters and the other 5. You must use these two tanks to measure exactly 4 liters of water. You have an infinite amount of water available to do this.

Solve the Water Jug Riddle from Die Hard 3 Step 1
Solve the Water Jug Riddle from Die Hard 3 Step 1
Solve the Water Jug Riddle from Die Hard 3 Step 2
Solve the Water Jug Riddle from Die Hard 3 Step 2

Step 2. Ask yourself where you will keep the 4 liters of water

In order to measure 4 liters, you will have to contain it somewhere. As John McClane correctly deduces, it is not possible to get 4 liters of water into a 3-liter tank, so the correct solution requires pouring the necessary amount of water into the 5-liter tank.

Solve the Water Jug Riddle from Die Hard 3 Step 3
Solve the Water Jug Riddle from Die Hard 3 Step 3

Step 3. Remember that, in all the best riddles, you have everything you need to find the solution

It is not necessary to use another tank, measure the water level by eye or find fractions of the tanks. You have two tanks and an infinite amount of water. Can you use these elements to get 4 liters? More specifically, how can you use 3 and 5 to get 4?

  • An unlimited amount of water means you can use or pour as much water as you like.
  • You won't be able to tell how much water is in a tank if you don't fill it completely.
Solve the Water Jug Riddle from Die Hard 3 Step 4
Solve the Water Jug Riddle from Die Hard 3 Step 4

Step 4. Understand that this is basically a simple math problem

Ignore the water and canisters for a moment if you are still stuck. How is it possible to get 4 by adding and subtracting 5 and 3? This is the only question you need to answer, regardless of whether the numbers represent liters. Adding or pouring water just means adding and subtracting.

Method 2 of 2: Find the Solution (Correct Answers)

Solution 1

Solve the Water Jug Riddle from Die Hard 3 Step 5
Solve the Water Jug Riddle from Die Hard 3 Step 5

Step 1. Fill the 5 liter tank completely

You will necessarily have to fill it to the brim or you will not know how many liters it will contain.

Solve the Water Jug Riddle from Die Hard 3 Step 6
Solve the Water Jug Riddle from Die Hard 3 Step 6

Step 2. Use the water in the 5 liter tank to fill the 3 liter tank

At this point, you will have got a full 3 liter canister and a 5 liter canister with 2 liters inside.

Solve the Water Jug Riddle from Die Hard 3 Step 7
Solve the Water Jug Riddle from Die Hard 3 Step 7

Step 3. Pour the water contained in the 3 liter tank

At this point, you will have obtained an empty 3 liter canister and a 5 liter canister with 2 liters inside.

Solve the Water Jug Riddle from Die Hard 3 Step 8
Solve the Water Jug Riddle from Die Hard 3 Step 8

Step 4. Transfer the water from the 5 liter to the 3 can

There are now 2 liters of water in the 3-liter tank and the 5-liter tank is empty.

Solve the Water Jug Riddle from Die Hard 3 Step 9
Solve the Water Jug Riddle from Die Hard 3 Step 9

Step 5. Fill the 5 liter can to the brim

You will now have 2 liters in the 3 liter tank and 5 in the 5 tank. This means that there is room for one liter in the 3 liter tank.

Solve the Water Jug Riddle from Die Hard 3 Step 10
Solve the Water Jug Riddle from Die Hard 3 Step 10

Step 6. Use the water in the 5 liter tank to fill the 3 liter tank

Fill the last liter of space in the 3-liter tank with the water contained in the 5-liter tank. At this point you will have a full 3-liter tank and 4 liters in the 5.

Solution 2

Solve the Water Jug Riddle from Die Hard 3 Step 11
Solve the Water Jug Riddle from Die Hard 3 Step 11

Step 1. Fill the 3 liter tank completely

Solve the Water Jug Riddle from Die Hard 3 Step 12
Solve the Water Jug Riddle from Die Hard 3 Step 12

Step 2. Pour the water into the 5 liter tank

You will now have an empty 3 tank and a 5 liter tank with 3 liters.

Solve the Water Jug Riddle from Die Hard 3 Step 13
Solve the Water Jug Riddle from Die Hard 3 Step 13

Step 3. Fill the 3 liter tank with water again

You will now have a full 3 canister and a 5 liter canister.

Solve the Water Jug Riddle from Die Hard 3 Step 14
Solve the Water Jug Riddle from Die Hard 3 Step 14

Step 4. Fill the 5 liter tank with the water contained in the 3 tank

You will now have one liter in the 3 tank and 5 in the 5 tank. This is because, after the last step, there was only 2 liters of space left in the large tank.

Solve the Water Jug Riddle from Die Hard 3 Step 15
Solve the Water Jug Riddle from Die Hard 3 Step 15

Step 5. Turn the contents of the 5 liter tank upside down and fill it with the liter contained in the 3 liter tank

You will now have an empty 3 liter canister and a 5 liter canister with 1 liter.

Solve the Water Jug Riddle from Die Hard 3 Step 16
Solve the Water Jug Riddle from Die Hard 3 Step 16

Step 6. Fill the 3 liter tank

You will now have a 3 liter tank full of water and a 5 liter tank with 1 liter.

Solve the Water Jug Riddle from Die Hard 3 Step 17
Solve the Water Jug Riddle from Die Hard 3 Step 17

Step 7. Move the 3 liters of water to the 5 tank to get 4 liters

Just pour the contents of the full 3-liter tank into the 5-liter tank, which only contained one liter; 1 + 3 = 4 and a defused bomb.

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