|  | 9. One-sample Normal Tests Topics and Notes 
            
      Hypothesis testing about normal population means.
         
             a. Critical value method (revisited): 6 step procedureb. p-value method: Definition of p-value - related to the tail area of normal and or t density curve 
                   ■ Right-tailed test: p-value is the area to the right of the test statistic  ■ Left-tailed test: p-value is the area to the left of the test statistic  ■ Two-tailed test: p-value is double the small tail areas defined by the test statistic.  Hypothesis testing for proportion 
          a. Assumpations: np ≥ 5 and n(1-p) ≥ 5.b. $TS = (\hat{p} - p_0 )/\sqrt{p_0(1-p_0)/n}$ is approximately normally distribute: TS → N(0, 1)c. Both critical and p-value methods are good for testing hypothesis on proportion.  Lecture Note
             Normal tests for population mean and proportions   
                 
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         Practice exercises #09 
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           [Optional]Read sections 9.1-9.2 of Navidi's textbook Interactive Statistics Learning Apps
          
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