Dr Nick

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About Dr Nick

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  • MBA (IT), PHD
    Kaplan University
    Apr-2009 - Mar-2014

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  • Professor
    University of Santo Tomas
    Aug-2006 - Present

Category > Statistics Posted 10 Nov 2017 My Price 11.00

independent trials, and how do they relate to the definition of probability

 

In Probability we use the term Bernoullian trials for independent trials.

A sequence of trials are said to be Bernoullian if (i) there are only two outcomes for each trial ( say a success or a failure) (ii) Consecutive trials in the sequence are independent and (iii) probability of success in every trial is a constant (namely p) It is clear that no trial depends on the previous one here. Consider drawing of two cards consecutively from a well shuffled deck of cards. Consider the event that cards are both diamonds. If the draw is with replacement the trials are independent ( Bernoullian) . Otherwise they are dependent. In the former case the probability is ( 1/4) x (1/4) In the later it is( 1/4) x (12/51)

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Dr Nick
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Status NEW Posted 10 Nov 2017 10:11 AM My Price 11.00

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