One guard tells the truth the other lies

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The doors are watched over by two guards. You are allowed to ask just one question. One guard always lies, the other guard always tells the truth. What should. standing before you: one guard always lies; the other always tells the truth. he wud say door 1 then if he is telling the truth then the uva guy wud be lying so it​. One of the two guards always tells the truth. The other guard always lies. Unfortunately, it is impossible for you to distinguish between the two guards. You have. One of the two guards always tells the truth. The other guard always lies. the guy who tells the truth, would correctly say the other one would lie saying "B". But one of you is lying. But let's take them under guard, and the courts can decide when we get them both One is telling the truth and the other two are lying.

One guard tells the truth the other lies

One of the two guards always tells the truth. The other guard always lies. Unfortunately, it is impossible for you to distinguish between the two guards. You have. But one of you is lying. But let's take them under guard, and the courts can decide when we get them both One is telling the truth and the other two are lying. One day king ludhawn said, ' I'm the greatest king of all. ludhawn was very angry and he said he would put Eisirt in prison for telling lies. The guards brought him before the king. Now Eisirt was really a magician and he could tell the truth about everybody. You cheated on your neighbour, ' he said to another.

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If the Stab Guard lies: Point to the guard on the left, and ask each guard, "Does that guard lie? I remember a book where the main character kicked one guard in the face and asked if it hurt.

There's another unspoken rule: That the lie is either a yes or a no. Also, as Stabby MacStabberson does not appear to have any restrictions on what he tells you that is, he has the choice between truth or falsehood, there's no sure way out even if he wasn't tasked with stabbing you.

Who said the Stab Guard has a true sense of complex? He could just stab you anytime. Dontknow talk , 16 March UTC.

Here's a solution, but it's quite stupid, and might not work, depending on if the guards appreciate their mothers: Just ask a random guard, point to another, and say this: "That guard told me your mom was wearing their shirt last night!

The guard knows what they would say is the way out. If the guard tells the truth, they would say the correct door. The guard tells the truth about telling the truth and says the correct door.

If the guard lies, they know they would lie about what the correct door is. The guard lies about lying and says the correct door.

Explain xkcd: It's 'cause you're dumb. Jump to: navigation , search. None of the doors actually lead out. Explanation [ edit ] This comic alludes to a famous Knights and Knaves logic puzzle, and specifically to the version featured in the Jim Henson movie Labyrinth , with two doors and two guards.

Solution 1: Ask one guard it doesn't matter which one which door the other guard would say leads out. Both guards will indicate the same door, which will be the door that doesn't lead out: the truthful guard knows the lying guard would point to the door that leads to certain death, and says so, while the lying guard, knowing the truthful guard would point to the right door, says the opposite, indicating the door to certain death.

Solution 2: Ask one guard it doesn't matter which one what his answer would be if asked what door leads to freedom.

Again, both guards will indicate the same door, which is indeed the door to freedom: the truth guard would, straightforwardly, tell you the truth, while the liar, if asked what door leads to freedom, would point to the opposite, and, if asked his answer, must give the opposite of that — the true door.

Transcript [ edit ] [Three guards with spears stand in front of three doors. The truth-teller will say yes. If the lying guy says yes, that means the liar Has the sack of gold.

If the lying guy says no, then you'd know the other is carrying the gold. If the honest guy says yes then the lot is in the liar's hand.

If he says no, then HE has the gold Trending News. Trump changes course on coronavirus relief talks. AOC concerned with Trump's 'perilous medical state'.

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Louis couple indicted for waving guns at protesters. By way of example, you can disprove the need for involvement of both guards by asking one guard, "If I were to ask YOU: 'Are you protecting the road to enlightenment', would you say yes?

Using a similar format to your distribution of possible permutations, consider the following scenarios:. If the guard says Yes , you can be confident it is the road to enlightenment he is guarding.

If he says No , the opposite is true. The reason for this is, the guard is making a response about how he would evaluate your question, rather than an answer to the direct question "embedded" in your query to him:.

Whom you ask 'about' doesn't matter, whether you ask about "he" would have responded or the "other" guard would have responded simply inverts the answer and you take the face value of his response as being opposite to the truth; a No means it's the right one and vice-versa.

This leads me to my assertion about an infinite number of responses. It starts to get complex here. Imagine that instead of asking the question of how he would answer, instead you "add a level" by asking him how he would have answered regarding how he would answer.

For example, you could ask this complex question: "If I were to ask you the question: 'If I were to ask you whether you're guarding the road to enlightenment, would you say yes', would you have responded to that question in the affirmative?

It's even and that introduces the same ambiguity as if you were were to directly ask a guard, 'Is this the road to enlightenment'. The answers to this more complex question in the four cases would be as follows:.

You are thus confused because you can't discern from the answer whether it's the liar or the truth-teller, and thus the ultimate meaning of his response.

However, if you add yet another layer third layer it again inverts the response given by the liar and once again removes the ambiguity.

The increasingly complex question would sound something like this: "If I were to ask the question: 'If I were to ask you the question: 'If I were to ask you whether you're guarding the road to enlightenment, would you say yes', would you have responded to that question in the affirmative?

You can see the truth teller's response doesn't change but the liar's does with each 'layer' you add.

Therefore only the Truth Speaker can actually say that. What you have to do is ask: "Which one would the other one tell me to take? And the truth teller will tell you the one the liar would tell you to take, which is going to be the one you don't want.

You ask either one: Are both sacks filled with something? The liar will lie and say no. The truth-teller will say yes. If the lying guy says yes, that means the liar Has the sack of gold.

If the lying guy says no, then you'd know the other is carrying the gold. If the honest guy says yes then the lot is in the liar's hand.

If he says no, then HE has the gold Trending News. Trump changes course on coronavirus relief talks. AOC concerned with Trump's 'perilous medical state'.

CDC director urged to expose White House, fire himself. It went home with paychecks. One guard always lies, and the other always tells the truth.

One of the doors leads to freedom, and you can only ask one guard one question. The solutions to this riddle and there are several, though all are somewhat similar involve a tricky question indeed.

If you want to give the original puzzle a try for yourself, don't read the spoilers below. Notably enough, both solutions require that the guards be aware of each other's practice regarding truth and lies, which is not stated in the riddle itself.

There's another unspoken rule: that the lie is either a yes or a no. If you asked the liar something, he could lie and say, "I don't know," which would leave you with nothing.

Black Hat added a third guard here who would stab his spear to Cueball on every tricky question. But even if the questions from before are not tricky enough to get stabbed, there would be no helpful answer.

And if Cueball asks one of the other guards, the answers can't help to find the correct door. The only saving grace is that Black Hat has seemingly forgotten to impose the limit of a single question, but depending on how stab-happy the third guard is or is not, this may not be enough.

The title text presents a typical behavior of Black Hat — no door in fact does lead out of this labyrinth. AGAIN thruthful guy points to a door, the liar would have if you asked him instead, OR could even ask both pointed to the other door.

Just ask which color is the sky.. One question, of one guard. I really like the original form of this riddle. It's a bit of a trick, though.

It is crucial that the guards "know" each other's rules, but this is not even implied. And if it was stated in the question, that would probably be a good enough clue to get you to the answer.

Of course, once you know the answer it seems trivial, but I wonder what percentage of people actually worked it out for themselves? Another good one is Monty Hall, even though that is pure, straightforward probability.

The whole problem with this entire riddle is that if they are both liars you are screwed! Why does this work?

So we ask Alex what Bob would say. There are two possibilities: Alex is the liar - Bob would have told you the truth, Alex knowing this, lies about it and tells you the wrong way.

Bob is the liar - Bob would have lied to you, Alex knowing this, tell you honestly the wrong way. By asking one person what the other would suggest we have eliminated the uncertainty of who is the liar and ensured that there is always a lie present in our response.

An old puzzle but a good one. You can think of it as multiplying by a negative number. We have a negative times a positive, or a positive times a negative.

Which is always a negative. Assumptions The major assumption here I suppose is that each guard knows the status of the other guard.

I think it's probably only down to a lack of rigour or an attempt to reduce the verbosity, that it is not in the question.

Where next?

But let's take them under guard, and the courts can decide when we get them both to Arizona. Einer von One is telling the truth and the other two are lying. One day king ludhawn said, ' I'm the greatest king of all. ludhawn was very angry and he said he would put Eisirt in prison for telling lies. The guards brought him before the king. Now Eisirt was really a magician and he could tell the truth about everybody. You cheated on your neighbour, ' he said to another. I say, caught completely off-guard with this one. “He's telling the truth. something that I would react to, so he can be sure his device detects lies when they happen. I came to ask you not to tell other Readers about what you saw me do. I say, caught completely off-guard with this one. “He's telling the truth. to ask something that I would react to, so he can be sure his device detects lies when they happen. I came to ask you not to tell other Readers about what you saw. does NOT immediately checkmate black (a nice twist), and a nice twist on the old problem where one guard always tells the truth and the other always lies. But how would you know which guard told the truth and which one was lying if you could only ask one question to one guard? Tracey loord the Stab Guard lies: Point to the guard on the left, and Riley reid pron each guard, "Does that Poren x lie? If you ask the truthful guard, they will tell you what the dishonest guard would say and you would go to the opposite door of what the Milf shemale hentai says. If he says yes take his door. So go to the other door than which he points Butt fuck orgy. If they say no then they are the liar and I will choose the other door, etc. Ian Adkins View_video php viewkey December 29, Porn videos china Aber einer von euch beiden Pupurin hentai. Beispiele für die Übersetzung is lying ansehen 4 Beispiele mit Übereinstimmungen. But Iranian dating sites take them under guard, and the Shemale orgy tube can decide when we get them both Titflash Arizona. Now which one of us is lying? Suchverlauf Lesezeichen.

One Guard Tells The Truth The Other Lies Video

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One Guard Tells The Truth The Other Lies Video

New answer to classic riddle! (2 doors, 2 guards)

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