What Is Binomial Probability Formula?

1.	What Is Binomial Probability Formula?
Answer» P(x)= p x q N-x n!/[(n-x)!x!] where n = NUMBER of TRIALS. x = number of successes AMONG n trials. p = probability of success in any one TRIAL. q = 1 -p. P(x)= p x q n-x n!/[(n-x)!x!] where n = number of trials. x = number of successes among n trials. p = probability of success in any one trial. q = 1 -p.

Answer»

P(x)= p x q N-x n!/[(n-x)!x!]

where n = NUMBER of TRIALS.

x = number of successes AMONG n trials.

p = probability of success in any one TRIAL.

q = 1 -p.

P(x)= p x q n-x n!/[(n-x)!x!]

where n = number of trials.

x = number of successes among n trials.

p = probability of success in any one trial.

q = 1 -p.

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