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Bernoulli Probability in Trials by Даулет Кабиев is a document available to read on EtoBox.
What is Bernoulli Probability in Trials about?
The document discusses probability formulas for independent events occurring in repeated trials, including: 1) The Bernoulli formula, which calculates the probability of an event occurring exactly k times in n trials as Pn(k) = (n choose k) * pk * q(n-k), where p is the probability of the event and q is the probability of the non-event. 2) The local theorem of Laplace, which provides an asymptotic formula to approximate Pn(k) for large n as a function of the normal distribution. 3) The integral theorem
- Author
- Даулет Кабиев
- Language
- EN