Pure maths, physics, logic (braingames.ru): non-trade-related brain games - page 49
You are missing trading opportunities:
- Free trading apps
- Over 8,000 signals for copying
- Economic news for exploring financial markets
Registration
Log in
You agree to website policy and terms of use
If you do not have an account, please register
So how did you come to this conclusion? )))
What do you think?
Your thoughts are more interesting. Answer. )
Well, look for yourself!
If iteratively, successive probabilities would add up. And they multiply.
Everyone knows the children's riddle: A and B were sitting on a pipe. A - fell down, B - disappeared. Who was left on the pipe? The answer is the letter 'I'.
Who can translate the riddle into "mathematical language"?
There doesn't seem to be one yet.
(Not with braingames.)
Two mega-brains are playing. The first one has two coins in his pocket. One of them is fair, the other has tails on both sides. The megamotz randomly pulls a coin out of his pocket and tosses it, resulting in tails. The other megamogeek has to playfully name the probability that the chosen coin is a fair one.
1/2
And if the first MM flips a coin 10 times and gets 10 tails in a row, what is the probability that this coin is fair?
1/2
))))
Everyone knows the children's riddle: A and B were sitting on a pipe. A - fell down, B - disappeared. Who was left on the pipe? The answer is the letter 'I'.
Who can translate the riddle into "mathematical language"?
1 / 3
There are only three tails in the deck, and only one of them is on a fair coin.
(1/3)^10 = 1 / 59049
// ... time must be recursive after all ....
Not to prompt, one of the answers is correct. ) The other answer does not agree with my solution.
Is it really 1/2 ???
))))))))
Is it really 1/2 ???
))))))))
1/2
1/2
))))