Porper said:Sorry, I don't see this.No matter how many times a tail comes up in a row there is a 50/50 probability of a tail coming up next time.
I am happy to be proved wrong.
Hi Porper
That is where so many get it wrong.
Keeping it as simple as possible, mathematically the probability of an outcome occuring at any point in time is defined as the number of times that outcome has actually occurred in the past divided by the total number of trials.....hence the 65% probability of a tail on a given toss when historically the coin has spun up tails 650000 times out of 1M
With a flat coin whose weight is exactly evenly distributed then the actual occurences of heads and tails would be very close to 50/50. But if the coin's weight is not evenly distributed or if it is not exactly flat and allowing for varying wind gust strenghths etc etc then the number of occurrences for heads or tails could be biased towards either heads or tails in the long run.
The same principle applies to "loaded" dice which are designed so that one or more of the 6 numbers have a higher probability of finishing face up when the dice is rolled.
Another way of looking at it is the tortoise and hare race. Here there are only 2 possibilities just like the coin (3 if you include a dead heat) but the probability of the hare winning is very much higher than than that of the tortoise's and certainly not 50/50 as I assume you would suggest.
So just like the probabilities of possible outcomes of an event can be biased to one or more of the possible outcomes so can stock price movements be biased to being more likely to move up, down, stay steady depending on factors like human fear and greed being driven by announcements, economic outlooks etc etc etc and these probabilities can be determined using trends (short and long term), support and resistance levels and/or technical indicators on charts.
I hope this clarifies the definition of probability, in very simple terms at least, and how the 3 possible share price movements (up, down, steady) can be assigned probabilities of occurring and very rarely will they all be equal for a given stock at a given time.