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The Hypothesis

                     The Role of the Normal Distribution

                                       Confidence Levels

           Difference in Population / Difference in Means

Relationships Among Treatments and Use of Nominal Data

              Going From Survey to Usable Measurement
   The Hypothesis
       H0: Mean = 60 mpg
       Ha or H1: Mean > 60 mpg
                 Mean not equal 60 mpg

   Exhibit 17-2 – One-tailed vs. Two-tailed tests

   What you have to show
       To reject the null hypothesis; Sample mean must be
       outside the confidence interval (95% or what is stated as
       significant by the researcher)
   Population mean and variance known
       Does your sample fit into the confidence interval?

   Population mean and variance not known
       You are making generalizations about the population
       based on the sample

       Increase the sample size to reduce tolerable error

       Standard error of the mean from p. 391
   Develop the confidence interval

   Does your sample fall inside the interval?
   Develop 2 confidence intervals

   Is there an overlap?
   Chi Squared

   Degrees of Freedom

   Critical Values
   Spreadsheet Form

   Counts

   Different Tables

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Analyzing the data

  • 1. The Hypothesis The Role of the Normal Distribution Confidence Levels Difference in Population / Difference in Means Relationships Among Treatments and Use of Nominal Data Going From Survey to Usable Measurement
  • 2. The Hypothesis H0: Mean = 60 mpg Ha or H1: Mean > 60 mpg Mean not equal 60 mpg  Exhibit 17-2 – One-tailed vs. Two-tailed tests  What you have to show To reject the null hypothesis; Sample mean must be outside the confidence interval (95% or what is stated as significant by the researcher)
  • 3. Population mean and variance known Does your sample fit into the confidence interval?  Population mean and variance not known You are making generalizations about the population based on the sample Increase the sample size to reduce tolerable error Standard error of the mean from p. 391
  • 4. Develop the confidence interval  Does your sample fall inside the interval?
  • 5. Develop 2 confidence intervals  Is there an overlap?
  • 6. Chi Squared  Degrees of Freedom  Critical Values
  • 7. Spreadsheet Form  Counts  Different Tables