By the end of this module, learners should be able to:
- Recognize and describe the role of testing in statistical inference,
- Explain the structure of a statistical test,
- Formulate appropriate null and alternative hypotheses for a given situation,
- Calculate appropriate test statistics for tests of a single mean and large sample tests of a single proportion,
- Apply the sampling distribution for a sample mean and the large sample sampling distribution for a sample proportion to calculate P-values,
- Distinguish between correct and incorrect descriptions of a P-value,
- Make appropriate conclusions based on P-values.
Expected time to complete the learning resources in this module: 1 hour.
Learning resources:
- Data Used in this Module
- Introduction to Statistical Tests (video)
- The Structure of Statistical Tests (video)
- Hypothesis Testing for Proportions (video)
- Hypothesis Testing for Means (video)
- Guide to carrying out the analysis in this module using R (pdf)
- Guide to carrying out the analysis in this module using SPSS (pdf)