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Dependent (related) t-test
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Dependent (related) t-test
looking for a difference
interval or ratio
repeated measures
related/dependent/paired samples/within groups/repeated measures
- e.g does recall improve after attending 'Hypnotic Memory Training' with Paul McKenna
Dependent samples (or paired) t-test typically consists of a sample of matched pairs of similar units, or one group of units that has been tested twice ( a 'repeated measures' t-test
- A typical example of the repeated measures t-test would be where subjects are tested prior to treatment with a blood-pressure lowering medication
parametric
If the p-value of the obtained test statistic is less than 0.5, reject the null hypothesis, one tailed test
To report an independent T-test in APA format you need to know the degrees of freedom, the t-value and the p-value
To report an independent T-test in APA format you need to know the degress of freedom, the t-value and the p-valuie
- spss always gives you the significance value for a 2 -tailed test so you just divide it by two
- if you get a value of .000 you just say less than 0.0001
- The results of the dependent t-test showed that excersise had a significant effect onthe number of pull ups attained (t(24) = 5.196, p<0.001) participants could perform significantly more pull ups after excersise (M =4.2, SD=1.29) than before excersise (M=3.6, SD=1.72
- we look at the mean!
Effect size
- effect size is a simple way to quantifying the difference between two groups
- Effect size emphasises the size of the difference rather than confounding this with the sample size. It is particularly valuable for quanitfying the effectiveneess of a particular intervention, relative to some comparison. It allows us to move beyond the simplistic , 'Does it work or not? ' to the far more sophisticated, 'How well does A work in a range of contexts
- placing the emphasis on the most important aspect of intervention - the size of the effect - it promotes an alternative to it's statistical significance
- effect size is a measure of the difference between the two sample means
- Types of effect size
- pearson r correlation
- most used correlation
- it is a measure that we can compare
- pearson's r correlation can vary in magnitude from -1 to 1
- -1 indicating a perfect negative relationship
- 1 indicating a perfect positive relationship
- 0 indicating no relationship between to variables
- Cohen gives the following guidelines for the social sciences
- small effect size, r = 0.1
- medium effect size, r = 0.3
- large, r = 0.5
- pearson r correlation
- Cohen's d
- Cohen's d is the appropriate effect size measure to use in the context of a t-test on means
- small effect size - may need a lot of people to actually find this
- d is defined as the difference between two means divided by the pooled standard deviation or those means
- the most accepted opinions on how to interpret the resultant effect size is
- 0.2 small effect 0.5 medium effect and 0.8 large effect
- If you have a large effect size you wouldn't find to hard to replicate this.
- Cohen's d is the appropriate effect size measure to use in the context of a t-test on means
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- Mind Map on Dependent (related) t-test, created by Toyin Oshodi on 15/03/2017.
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- Toyin Oshodi · Mar 2017
- Updated
- Mar 15, 2017
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