Big talk 2 5 How to sit on the beads to help calculate

If I have friends, I'll talk about the method: elimination.

You can write 1, 2, 3, 4, 5Then each tiger said that it is written under the corresponding one, and there must be a single one of them, which can be determined immediately. Such as:

1 says: 4 to giant wood, 3 to chaos.

2 said: 4 to lie in the flames, 2 to the sea.

3 said: 1 to the sea, 5 to Jin Ming.

4 said: 3 to the sea, 2 to Jin Ming.

5 said: 4 to chaos, 5 to the giant tree.

Only 1 said that 1 wants to be in the sea, and 1 can be directly obtained. The two said that 3 should be chaotic and the sea, and 3 should be chaotic. And so on.

3 to chaos, 1 to the sea.

4 to Lie Yan 2 to Jin Ming.

5. I want to be a giant tree, I hope it will help you, and the first floor is also the right solution.

It is better to give it a fish than to give it a fish...

The easiest way to do this is to hypothetize.

For example, if the first sentence of 1 is true, then the second is wrong, and then follow the path until you find a conflict. This shows that the first sentence is reversed. It is right to push down this path.

The above person has already said, if you count it, you can find that one of the 5 beads appears once, for example, the above one (2 says: 4 wants flames), so you can determine that 4 wants flames, and the rest is used to eliminate, you can determine 5 to giant trees, 1 to the sea, 2 to Jin Ming, 3 to chaos.

1 to the sea, 2 to Jin Ming, 3 to chaos.

4 to Lieyan, 5 to Giant Wood.

Recently, I saw a lot of friends come to the forum to ask how to give the beads of the 5 mounts.,Because many times the moderator is not there.,So it's slow to answer the question.,Here I say if you calculate.,Take an example question that I just saw on the forum.。

The big tiger said: The three tigers want wooden beads, and the five tigers want water beads.

The second tiger said: The three tigers want earth beads, and the four tigers want gold beads.

The three tigers said: The second tiger wants gold beads, and the big tiger wants fire beads.

The four tigers said: The five tigers want gold beads, and the four tigers want fire beads.

The five tigers said: The three tigers want water beads, and the big tigers want wooden beads.

Count the probability of the beads that each little tiger wants.

Big Tiger: Fire beads or wooden beads.

Second Tiger: Golden Beads.

Three tigers: water beads or wood beads or earth beads.

Four Tigers: Golden Beads or Fire Beads.

Five Tigers: Water Beads or Gold Beads.

Observation can be seen that only the two tigers are a possibility, that is, the gold beads, that is to say, the two tigers want the gold beads to exclude the gold beads and get them.

Big Tiger: Fire beads or wooden beads.

Three tigers: water beads or wood beads or earth beads.

Four Tigers: Fire Beads.

Five Tigers: Water Droplets.

Then you get the beads that the four tigers and the five tigers want, the four tigers want the fire beads, the five tigers ask the water beads, and then continue to exclude the water beads and the fire beads, and you get it.

Big Tiger: Wooden beads.

Three Tigers: Earth Beads.

And so the answer came out.

Big Tiger: Wooden beads.

Second Tiger: Golden Beads.

Three Tigers: Earth Beads.

Four Tigers: Fire Beads.

Five Tigers: Water Droplets.

2008-10-31 23:12 Report that pen on the paper to write down a tiger, two tigers, three tigers, four tigers, five tigers respectively said one of the beads as long as one of the beads to him, pay attention not to give the wrong one, wrong to re-play after the beads are eliminated, there is another one left to a bead.

A reasoning. Note that the water beads are looking for the dragon king, you can give the wrong one, and the others will be beaten, don't be mistaken.

Haha, I missed it once before, and I was angry

Be a 7 son in the Dragon Palace, see who said that you want water beads to give water first, and you are wrong to fly to ask for one, and you don't have to count it very quickly.

The big one is for Jin Ming, the second one is for Chaos, the third one is for the giant wood, the fourth one is for the flame, and the fifth one is for the Canghai Mansion Lord, who can calculate it himself, and each of their five tigers says two sentences, such as: "The five tigers need the flames, and the three tigers need the giant wood" Every sentence they say has a sentence right. It's also very easy to calculate, let's use assumptions and elimination, let's assume that the five tigers want to be blazing, the two tigers are wrong to say that the five want to be in the sea, then only the big tiger is going to be chaotic, the three tigers can't see it, let's put down what the three tigers said first, let's continue to look down.

The Four Tigers said, "The Three Tigers need chaos.

The big tiger needs Jin Ming" Obviously, the three tigers want chaos, because the big tiger above wants chaos, but the big tiger above already wants chaos, so it must be wrong for the three tigers to want chaos, and this assumption is not successful. Don't be discouraged, let's go on, let's go on, let's say the three tigers want a giant tree, then the five tigers want the sea, because the first sentence of the three tigers is already right, the five tigers are wrong, and the five tigers said below that the five tigers want a giant wood is also wrong, because the three tigers have already asked for a giant tree. The five tigers are only going to be in the sea.

The three tigers couldn't see what they said, and looking down, the four tigers said: "The three tigers need chaos."

The big tiger needs Jin Ming", but in the front, the three tigers we have calculated want a giant tree, and it is wrong for the three tigers to want chaos here, so only the big tiger wants Jin Ming. Combined with the three tigers and the five tigers, the answer is that the second tiger wants chaos and the fourth tiger wants flames. The final answer is "the big tiger wants Jin Ming, the second tiger wants chaos, the third tiger wants the giant wood, the fourth tiger wants the flame, and the fifth tiger wants the sea" I hope to help the landlord.

The big tiger is for Canghai, the second tiger is for Jumu, the third tiger is for Jin Ming, the fourth tiger is for Blaze, and the fifth tiger is for Chaos.

Is it a truth and a lie for each of the five tigers?

Just look for the same tiger or the same bead that two tigers say, and assume that one of them is true and the other is false.

According to the truth, what other tigers say is false, and if there is a contradiction in the middle, it is assumed that the truth is false, and vice versa.

Start to judge: 1. Suppose that the big tiger says that the three tigers need the Chaos Divine Bead is true, then the second tiger wants water is false, then the second tiger says that the three tigers want gold is false, the five tigers want wood is true, the five tigers say that the three tigers want water is false, and the big tiger wants chaos to be true.

2. The two tigers said that the five tigers wanted wood to be true, and the three tigers wanted gold to be false, then the four tigers said that the five tigers wanted fire to be false, and the two tigers wanted wood to be false, which did not conflict with the big tiger saying that the two tigers wanted water to be false.

3. The five tigers said that the big tiger wanted chaos as true, and the three tigers wanted water as false, then the three tigers said that the big tiger wanted fire as false, and the four tigers wanted wood as true. It does not conflict with the four tigers saying that the two tigers want wood to be fake.

4. The three tigers said that the four tigers wanted wood to be true, and the big tiger wanted fire to be false, then the four tigers said that the two tigers wanted wood to be false, and the five tigers wanted fire to be true, which conflicted with the two tigers saying that the five tigers wanted wood to be true.

It shows that the big tiger said that the three tigers want chaos is false, and the second tiger wants water to be true.

1. Judge that the four tigers say that the two tigers want wood is false, and the five tigers want fire to be true.

2. Judge that the two tigers say that the five tigers want wood is false, and the three tigers want gold to be true.

3. Judge that the five tigers say that the three tigers want water is false, and the big tiger wants chaos to be true.

4. Judge that the two tigers said that the big tiger wants wood is false, and the three tigers want gold to be true.

From above, the big tiger wants chaos, the second tiger wants water, the third tiger wants gold, the fourth tiger wants wood, and the fifth tiger wants fire.

The Great Tiger needs Chaos.

2 Tigers need the sea.

3 Tigers Need Jin Ming'

4 Tigers need giant trees.

5 Tigers need flames.

Great Tiger Chaos, Two Tigers Canghai, Three Tigers Jin Ming, Four Tiger Giant Trees, Five Tiger Flames.

It's simple to use the elimination method.

Agree with the players above, you can also go to the leaf pig to have a look!

4 Wood 5 Flame Great Chaos 3 Jin Ming 2 Canghai Absolutely no problem.