Then you should not have used the Intermediate classification for your thread. There is no natural probabilistic method for selecting a member from a countably infinite set.gamow99 said:Don't know what you mean.
Yes, probability can be calculated with infinite sets as long as the set is well-defined and all possible outcomes are equally likely. However, the calculation process may be more complex compared to finite sets.
The probability for an event in an infinite set is calculated by dividing the number of outcomes of the event by the total number of outcomes in the set. This is similar to the calculation for finite sets, but may require the use of limits and other mathematical tools.
No, the probability of an event in an infinite set cannot be greater than 1. This would mean that the event is certain to occur, which is not possible for any event in a probabilistic system.
Yes, it is possible to have a probability of 0 for an event in an infinite set. This would mean that the event is impossible to occur. However, it is important to note that a probability of 0 does not necessarily mean that the event will never occur.
Some examples of infinite sets used in probability calculations include the set of all real numbers, the set of all possible outcomes in a continuous system such as time or distance, and the set of all possible permutations of a set of objects.