The Multiplication Rule – Bernoulli Trials (Leaving Cert Mathematics): Flashcards

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The Multiplication Rule – Bernoulli Trials
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Multiplication rule formula for independent events

P(A and B)=P(A)×P(B)P(A \text{ and } B) = P(A) \times P(B)

Alternative name for the multiplication rule

AND rule

Definition of independent events

Events where the outcome of one doesn't affect the outcome of the other

Bernoulli trials definition

Repeated trials with 2 outcomes, constant P, independence

First condition for Bernoulli trials

Each trial has exactly two outcomes (success/failure)

Second condition for Bernoulli trials

Probability of success remains constant for each trial

Third condition for Bernoulli trials

Each trial is independent of outcomes of other trials

James Bernoulli lifespan and nationality

1654-1705, Swiss mathematician

Pattern for first success on trial nn

All previous trials must be failures

Exactly one success in 3 trials probability

P(FFS)+P(FSF)+P(SFF)P(\text{FFS}) + P(\text{FSF}) + P(\text{SFF})

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