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exhaustive events

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Exhaustive Event in Probability

Event or element compounds can be exhaustive events. In some cases for a single event, it depends on the given sample space, that it is exhaustive or not.

Event in probability

An outcome of an experiment is known as probability event. We can also say that the subset of the respective sample space is an event in probability.

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An event X can take place in conjuction with any one of the mutually exclusive and exhaustive events A ,Ba n dC . If A ,B ,C are equiprobable and the probability of X is 5/12, and the probability of X taking place when A has happened is 3/8, while it is 1/4 when B has taken place, then the probabililty of X taking place in conjuction with C is a.5//8 b. 3//8 c. 5//24 d. none of these

Consider the following statements: 1. If A and B are exhaustive event, then their union is the sample space. 2. If A and B are exhaustive events, then their intersection must be an empty event. Which of the above statement is/are correct?

OMR (Examples Of Random Experiment)|Algebra Of Events |Complementary Event |The Event 'A Or B' |THe Event 'A And B' |The Event 'A But Not B'|Questions |Mutually Exclusive Events (And Question)|Exhaustive Events (And Question)|Axiomatic Approach Of Probabi

OMR (Examples Of Random Experiment)|Algebra Of Events |Complementary Event |The Event 'A Or B' |THe Event 'A And B' |The Event 'A But Not B'|Questions |Mutually Exclusive Events (And Question)|Exhaustive Events (And Question)|Axiomatic Approach Of Probabi

OMR (Examples Of Random Experiment)|Algebra Of Events |Complementary Event |The Event 'A Or B' |THe Event 'A And B' |The Event 'A But Not B'|Questions |Mutually Exclusive Events (And Question)|Exhaustive Events (And Question)|Axiomatic Approach Of Probabi

Examples || Elementary event || Impossible event || Same event || Exhaustive Event || Exclusive event

If 3 events A,B,C are exhaustive,then value of P(A)+P(B)+P(C) can be