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picture1_Probability Powerpoint 72576 | Lecture2 Na


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File: Probability Powerpoint 72576 | Lecture2 Na
probability probability the chance that an uncertain event will occur always between 0 and 1 probability distribution a mathematical function where the area under the curve is 1 gives the ...

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         Probability 
     Probability – the chance that an uncertain 
      event will occur (always between 0 and 1)
                               
         Probability distribution
       A mathematical function where the area 
         under the curve is 1.
       Gives the probabilities of all possible 
         outcomes.
           The probabilities must sum (or integrate) to 
            1.0.
                                     
          Probability distributions 
          can be discrete or 
          continuous
         Discrete: has a countable number of 
           outcomes
            Examples: Dead/alive, treatment/placebo, dice, 
             counts, etc.
         Continuous: has an infinite continuum of 
           possible values. 
            Examples: blood pressure, weight, the speed of a 
             car, the real numbers from 1 to 6.  
         
                                        
         Discrete example: roll of a 
         die
                                p(x)
                         1/6
                                 1 2 3 4              x
                                              5 6
                                         P(x) 1
                                        all   x
                                     
                      Probability mass function 
                      (pmf)
                                                           x                               p(x)
                                                           1                       p(x=1)=1
                                                                                              /6
                                                           2                       p(x=2)=1
                                                                                              /6
                                                           3                       p(x=3)=1
                                                                                              /6
                                                           4                       p(x=4)=1
                                                                                              /6
                                                           5                       p(x=5)=1
                                                                                              /6
                                                           6                       p(x=6)=1
                                                                                              /6
                                                                                         1.0
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...Probability the chance that an uncertain event will occur always between and distribution a mathematical function where area under curve is gives probabilities of all possible outcomes must sum or integrate to distributions can be discrete continuous has countable number examples dead alive treatment placebo dice counts etc infinite continuum values blood pressure weight speed car real numbers from example roll die p x mass pmf...

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