Zusammenfassung der Ressource
Flussdiagrammknoten
- Measures of central tendency
- Is the score at the center of the distribution
- It is the mist frequent score obtained by a particullar group of learners
- It is the arithmetic average
- It is a number
that shows how scores are spread around the mean
- Describes the clusterings of scores/ behaviours, also known as a bell curve
- There are times when we want to compare an individual's performance on
different tests.
- It
provides confidence in the claims that are being made about the analysis of
the data.
- the goal is to generalize beyond the results.
- two—standard error of the mean and standard error of the
difference between sample means
- is the number of scores that are not fixed.
- This is the value that we can use as a confidence measure to determine
whether our hypothesis can be substantiated.
- One-Tailed Versus Two-Tailed Hypotheses
- The former (those that predict
a difference in one direction) are known as one-tailed hypotheses and require
a different critical value than do the "neutral" or two-tailed hypotheses.
- Parametric Versus Nonparametric Statistics
- Analysis of Variance (ANOVA)
- Analysis of Covariance (ANCOVA).
- Multivariate Analysis of Variance (MANOVA)
- Mann-Whitney U/Wilcoxon Rank Sums
- tables that can be consulted to
determine if your test results are significant
- There are times when we might want to determine how much of the variation
is actually due to the independent variable in question
- goes beyond the fact that there is a significant difference
and gives us an indication of how much of the variability is due to our
independent variable
- It is a measure that gives an indication of the strength of one's findings.
- To
make a meaningful comparison, effect sizes become the main comparative
tool.
- Correlational research attempts to determine the relationship
between or among variables; it does not determine causation.