Two questions arise about any hypothetical relationship
between two variables:
- what is the probability that the relationship exists;
- if it does, how strong is the relationship
There are two types of tools that are used to address these
questions: the first is addressed by tests for statistical significance; and
the second is addressed by Measures of Association.
Steps in Testing for Statistical Significance:
1) State the Research Hypothesis
2) State the Null Hypothesis
3) Select a probability of error level (alpha level)
4) Select and compute the test for statistical significance
2) State the Null Hypothesis
3) Select a probability of error level (alpha level)
4) Select and compute the test for statistical significance
Chi Square TestàFor nominal and
ordinal data, Chi Square is used as a test for statistical significance.
T-Testsà are tests for
statistical significance that are used with interval and ratio data.
NOIR: Nom/Ordà chi sq, Int/ratioàT-test
5) Interpret the resultsà
I.
the hypothesis
II.
the test statistic used and its value
III.
the degrees of freedom
IV.
the value for alpha (p-value)
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