
Probability
⚫What is Probability ?⚪ Probability is a measure of chance that tells us how likely an event is to happen. It’s always represented as a number between 0 and 1, inclusive.
⚪ In probability , Experiment is refered as action and event can be termed as the required action.
⚪ Suppose Event = E and Sample Space = S , the probability is :
⚪
⚪

⚪ Independent Probability: Probability of A when A event is independent of B (doesn't depend on B)

⚪ Probability of happening at least one of independent event :
Let P1 , P2 ....... Pn are the probability of independent events E1 , E2 ...........En
Let S is the sample space. E1 , E2 , E3 ......En are exclusive(mutually) and exhaustive , A is an event which is associdated with E1 , E2 , E3 ......En , then

⚪ Bayes Theorem :
Let E1 , E2 ..... , En are mutually exclusice event and exhaustive events , A is the even asssociated with one of the events then

If there are N tries such that there are only possibility either success or failure , p is the probability of success and q is the probability of failure such that
p + q = 1 , then The probability of success of r tries

Practice set 1 Practice set 2 Practice set 3
Comments
Post a Comment