Null & Alternative Hypotheses in Experimental Design: Testing & Decision Rules, Slides of Psychology

An overview of hypothesis testing in the context of experimental design. It explains the purpose of experimental design, the role of independent and dependent variables, and the concept of hypothesis testing. The alternative and null hypotheses, their relationship, and the decision rules involved in hypothesis testing. It also discusses the importance of alpha and beta levels in making decisions based on hypothesis testing results.

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2012/2013

Uploaded on 01/04/2013

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Hypothesis Testing
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Hypothesis Testing

Experimental Design

  • Purpose –
    • Allows a scientist to test the influence of the independent variable upon the dependent variable
    • Controls for the influence of other variables

Experimental Designs

  • One Experimental Group
  • Two Experimental Groups
    • Experimental – Receives treatment
    • Control Group – No Treatment (placebo)

Hypothesis

  • Alternative Hypothesis (H 1 )
    • Results are due to the effect of the independent variable
  • Null Hypothesis (H 0 )
    • Results are not due to the effect of the independent variable

Hypothesis

  • The alternative hypothesis vs. the null

hypothesis

  • If one is true the other must be false and vice versa
  • The experiment attempts to show that the null hypothesis is false
  • If the null hypothesis is false, the alternative hypothesis can be accepted as true

Decision Rule

  • The null hypothesis is evaluated directly

because it is possible to calculate the

probability of chance events

  • The focus in on testing the null hypothesis to

support accepting the alternative hypothesis

Decision Errors

  • Type I – Null hypothesis is rejected when it is

actually true

  • Probability of Type I error set by alpha
  • Type II – Null hypothesis is retained when it is

actually false

  • Probability of making a Type II error is called beta

Decision Rule

  • Level of alpha is dependent upon the particular experiment

Alpha level =

Common levels for alpha

α

α

α

=

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