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Serious Answer this if you are high IQ

EthiopianMaxxer

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There are three Gods: A, B, and C.

  • One always tells the truth (True).
  • One always lies (False).
  • One answers randomly (Random) — on each question he flips a fair coin to decide whether to answer truthfully or lie.

Each God answers only “da” or “ja” (you do not know which word means “yes” and which means “no”).


You may ask exactly three yes/no questions total. Each question must be asked to a single God (you may choose which god for each question, and you may ask the same God more than once).


Your task: Determine which God is true, which is false, and which is random.


Constraints to note (important):
  • You don’t know whether “da” = yes or “ja” = yes.
  • Random’s answer is independent each time (a fair coin decides whether he answers truthfully or falsely on that question).
  • Questions must be answerable by yes/no (i.e., framed so a truthful/lying God can respond with yes/no).
 
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There are three Gods: A, B, and C.

  • One always tells the truth (True).
  • One always lies (False).
  • One answers randomly (Random) — on each question he flips a fair coin to decide whether to answer truthfully or lie.

Each God answers only “da” or “ja” (you do not know which word means “yes” and which means “no”).


You may ask exactly three yes/no questions total. Each question must be asked to a single God (you may choose which god for each question, and you may ask the same God more than once).


Your task: Determine which God is true, which is false, and which is random.


Constraints to note (important):
  • You don’t know whether “da” = yes or “ja” = yes.
  • Random’s answer is independent each time (a fair coin decides whether he answers truthfully or falsely on that question).
  • Questions must be answerable by yes/no (i.e., framed so a truthful/lying God can respond with yes/no).
We are not doing this again n***a
 
There are three Gods: A, B, and C.

  • One always tells the truth (True).
  • One always lies (False).
  • One answers randomly (Random) — on each question he flips a fair coin to decide whether to answer truthfully or lie.

Each God answers only “da” or “ja” (you do not know which word means “yes” and which means “no”).


You may ask exactly three yes/no questions total. Each question must be asked to a single God (you may choose which god for each question, and you may ask the same God more than once).


Your task: Determine which God is true, which is false, and which is random.


Constraints to note (important):
  • You don’t know whether “da” = yes or “ja” = yes.
  • Random’s answer is independent each time (a fair coin decides whether he answers truthfully or falsely on that question).
  • Questions must be answerable by yes/no (i.e., framed so a truthful/lying God can respond with yes/no).
shiiit idk
 
wouldn't you have to narrow it down between two and then like guess on ur last question?? How is it possible to know brah
 
There are three Gods: A, B, and C.

  • One always tells the truth (True).
  • One always lies (False).
  • One answers randomly (Random) — on each question he flips a fair coin to decide whether to answer truthfully or lie.

Each God answers only “da” or “ja” (you do not know which word means “yes” and which means “no”).


You may ask exactly three yes/no questions total. Each question must be asked to a single God (you may choose which god for each question, and you may ask the same God more than once).


Your task: Determine which God is true, which is false, and which is random.


Constraints to note (important):
  • You don’t know whether “da” = yes or “ja” = yes.
  • Random’s answer is independent each time (a fair coin decides whether he answers truthfully or falsely on that question).
  • Questions must be answerable by yes/no (i.e., framed so a truthful/lying God can respond with yes/no).
Skip to 10 minutes
 
wouldn't you have to narrow it down between two and then like guess on ur last question?? How is it possible to know brah
It takes very high problem solving skills to be able to solve it, I also wasn't able to solve it when I tried
 
First question
1. Do you tell the truth
The one who tells the truth says yes, but so does the one who doesn't. So whichever one da or ja I hear at least twice, means yes
2. Are my pants(whatever color I'm wearing)
Liar responds with no (I already know the difference)
If the random one answered yes to both questions
I just ask a third one
3. (Any question where the answer is yes)
The chances of the random one landing heads 3 times in a row is slim
So there's a big chance he said no to any one of these questions and I can safely guess the 3

So there, no guarantee of winning, but a very high chance
 
First question
1. Do you tell the truth
The one who tells the truth says yes, but so does the one who doesn't. So whichever one da or ja I hear at least twice, means yes
2. Are my pants(whatever color I'm wearing)
Liar responds with no (I already know the difference)
If the random one answered yes to both questions
I just ask a third one
3. (Any question where the answer is yes)
The chances of the random one landing heads 3 times in a row is slim
So there's a big chance he said no to any one of these questions and I can safely guess the 3

So there, no guarantee of winning, but a very high chance
No, it's not a valid solution unfortunately since it only gives you a probable one, not a guaranteed one. The purpose of the question is to identify for sure which Gods are true/false/random
 
No, it's not a valid solution unfortunately since it only gives you a probable one, not a guaranteed one. The purpose of the question is to identify for sure which Gods are true/false/random
But no matter the questions, as long as they remain yes and no, the random one will always have a chance at copying the same answers as whoever's left
 
Wait s-so does this make me high iq

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But no matter the questions, as long as they remain yes and no, the random one will always have a chance at copying the same answers as whoever's left
Exactly, if the method just counts “da” vs “ja” or relies on Random probably not copying someone, Random can indeed mimic another god and break your inference.

It uses probability and frequency, not a guarantee.
 
oh wait, whatever bro ig ur right,
just realized since you'd know the liar after question 2, you just have to ask the liar specifically if (pick one of the other 2) is the random god, if he says no, then you know the liar, if it says yes, you also know the liar

fuckass riddle sybau
 
oh wait, whatever bro ig ur right,
just realized since you'd know the liar after question 2, you just have to ask the liar specifically if (pick one of the other 2) is the random god, if he says no, then you know the liar, if it says yes, you also know the liar

fuckass riddle sybau
it's good that you even attempted this question in the first place. i think you were the only one on this forum that actually did

i didn't expect anyone to get the right answer anyways
 
it's good that you even attempted this question in the first place. i think you were the only one on this forum that actually did

i didn't expect anyone to get the right answer anyways
genuinely ruined my mood, you should praise my iq so i feel better
 
i technically did praise your iq by saying it's good you attempted the question

at least i didn't call you a r****d for getting the question wrong
b-b-but i did find it out BEFORE googling, so praise my iq brotato
"its good you attempted" sounds like "yeah you're fucking stupid but at least you tried"
 

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