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Maths question
I am told that when spinning a coin there is always a 50/50 chance of a head or tail .
So in 1000 spins there will be approx 500 of each.
If there has been 500 spins and all are heads is the probability of a tail next spin still 50/50.?
So in 1000 spins there will be approx 500 of each.
If there has been 500 spins and all are heads is the probability of a tail next spin still 50/50.?
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For more on marking an answer as the "Best Answer", please visit our FAQ.Yes. As has been mentioned, these things are often more obvious than people would have you think, and what looks metaphysical to us is perfectly obvious logically.
Another classic is the probability that when dealing a round of whist all four players will have cards of only one suit i.e. North will have all hearts, East will have all spades etc. It's true that the probability of that happening is very low, but is exactly the same as the probability that any other given combination of cards will be dealt...
Another classic is the probability that when dealing a round of whist all four players will have cards of only one suit i.e. North will have all hearts, East will have all spades etc. It's true that the probability of that happening is very low, but is exactly the same as the probability that any other given combination of cards will be dealt...
Old Geezer is right. The last I heard, the series 7,14,21,28 and 35 occurs about 20,000 times each draw and 1,2,3,4,5,6 about 10,000 times.
There is no meaningful set of numbers which has not been thought out by other people, which is why complete randomness is the only way to ensure the minimum number of other winners in the unlikley event of your winning.
By the way, casinos usually cash in when a series of say 5, 6, 7 blacks (or reds) comes up - because all the others are so sure that the other colour is BOUND to come up next after,say, three the same that they keep betting bigger and bigger sums on it.
There is no meaningful set of numbers which has not been thought out by other people, which is why complete randomness is the only way to ensure the minimum number of other winners in the unlikley event of your winning.
By the way, casinos usually cash in when a series of say 5, 6, 7 blacks (or reds) comes up - because all the others are so sure that the other colour is BOUND to come up next after,say, three the same that they keep betting bigger and bigger sums on it.
A popular misconception with such a small sample Rov. Try this out on the roulette table in Vegas and you'll soon come back home broke.
Let's say, I want to toss a coin twice and it comes down heads. By this 50/50 method, the next throw MUST be tails. 2 or 1000 is such a small number that it won't happen.
Let's say, I want to toss a coin twice and it comes down heads. By this 50/50 method, the next throw MUST be tails. 2 or 1000 is such a small number that it won't happen.
It is confusing, but as far as we can tell, fate doesn't hold a memory of what happened to the previous tosses, so the odds for any single toss remains the same. For a vast number of tosses you should expect to approach the 50:50 ratio, but you'd need an infinite number of tosses to see it for sure (and as we are dealing with infinities I'm not even that sure then :-) ).