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Inferential Statistics - Statistics and Measurement in Physical Education - Lecture Slides, Slides of Statistics

This lecture is one of lectures in Statistics and Measurement in Physical Education course. This lecture includes: Inferential Statistics, Null Hypothesis, Probability of Error, Confidence Level, Probability of Replication, Independent T-Test, Alpha Levels, Non Independent T-Test

Typology: Slides

2012/2013

Uploaded on 08/31/2013

jaee
jaee 🇮🇳

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Inferential Statistics
Significance Testing
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Inferential Statistics

Significance Testing

Important Terms

  • Null hypothesis
  • Significance
  • Probability of error (alpha levels)
  • Confidence level
  • Independent t test
  • Dependent t test

Comparing Mean Values

  • Mean values will be different
  • Caused by chance or caused by IV

Null Hypothesis

  • Any observable difference between two mean values is simply due to chance
  • Significance testing either accepts or rejects null hypothesis
  • Acceptance means that observable difference was due to chance
  • Rejection means the IV caused the change

Independent t-test

  • To determine significance between two independent groups, i.e., experimental group and control group
  • Experimental group receives IV; control group does not
  • Was the difference between experimental group mean and control group great enough to state significance?

Significance

  • In essence, what is the likelihood that the group that receives the IV will score higher than the group who does not?
  • In essence, what is the probability that the group who receives the IV will not score higher than the group who does not?
  • In essence, how confident are you that the group who receives the IV will score higher than the group who does not?

Alpha levels (cont.)

  • An alpha level of .01 means that less than 1 out of 100 times the IV group might not score higher
  • Or, 99% of the times the IV group will score higher
  • What about an alpha level of .001?

Non independent t-test

  • To determine significance between pre and post tests within one group
  • One group, two treatments
  • Examples