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What is the probability of random events?
The probability of random events can be 1 or 0.
The occurrence of random events has a certain possibility, which can be expressed by probability. The probability is a real value of the closed interval [0, 1]. The probability value of the inevitable event is 1, so the probability of the impossible event is 0.
Probability calculation of random events
The formula for calculating the probability of random events is: C(n, m) * p m * (1-p) (n-m), where the probability of events is p, n is a random event and m is the number of occurrences. Random events may or may not occur in random experiments, but in a large number of repeated experiments, events with certain regularity are called random events.