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Parametric and Non-parametric Tests

13 resources created by 12 users

This Parametric and Non-parametric Tests page on GoConqr gathers community-made mind maps, flashcards and a quiz, from test assumptions and normality to tests of relationships. It is for university students practicing how to distinguish tests and check assumptions, and teachers looking for material on those choices. The small set of resources is at university level and includes maps of parametric tests and flashcards on individual tests. Pick a resource and start exploring.

Parametric and Non-parametric Tests

Top Parametric and Non-parametric Tests resources

Quizzes

Mind maps

Flashcards

More Common Statistical Tests (t-tests, Chi-Square, Non-parametric) topics

About Parametric and Non-parametric Tests

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Start with an overview

The mind map on parametric tests for one and two populations is a starting point. It organizes tests by sample size and by independent or paired populations, with z-tests and t-tests included. Use its branches to see how the choices are grouped before looking at the details of an individual test.

The mind map “Parametric Test” also refers to non-parametric tests and their assumptions about population distributions. Read it alongside the overview to compare the kinds of questions the resources raise.

Check assumptions and normality

The quiz “Parametric assumptions and tests” asks about normal distributions, equal variances and standard error. After studying the maps, use the quiz to check which terms you can recognize and which ones you want to look at again. A lecture mind map also points to ways of testing assumptions using SPSS, including the Kolmogorov-Smirnov test and Levene’s test.

The flashcards on normality and parametric versus non-parametric statistics ask about ways to determine normality, including a normal probability plot and the Shapiro-Wilk test. The “Shapiro-Wilk test” deck offers questions about the test itself and how to report it.

Study individual tests

The “Levene's test” flashcards ask about significance and which row of a t-test table to read. Another deck covers normality and the z-test, including questions about its formula and tails. For tests of relationships, “Tests of relationships: Parametric” asks about Pearson Correlation and the Interclass Correlation Coefficient, including their limitations.

Place the topic in the unit

This page is one section of the unit Common Statistical Tests (t-tests, Chi-Square, Non-parametric) in Statistics and probability. Its maps, quiz and flashcards give you ways to work through the test choices and assumptions listed here. Return to a map after the quiz, then choose a flashcard deck to explore a test in more detail.

Frequently asked questions

Which resource should I start with?

The mind map on parametric tests for one and two populations is a useful starting point. It groups z-tests and t-tests by features such as sample size and whether populations are independent or paired. You can then use “Parametric assumptions and tests” to check your understanding of terms including normal distribution and equal variances.

Which resources cover normality and assumptions?

The quiz “Parametric assumptions and tests” includes questions about normal distribution and equal variances. A lecture mind map refers to checking assumptions with SPSS. The flashcards on parametric versus non-parametric statistics ask about normality checks, while the “Shapiro-Wilk test” deck focuses on questions about that test and its reporting.

Are these resources free to use?

Yes. Every resource listed on this page is free to open, study and take without an account. The resources were made by GoConqr users. A free account can also save your quiz scores and let you make your own quizzes, mind maps, flashcards and notes.

Where can I compare parametric and non-parametric tests?

The mind map “Parametric Test” refers to both and their assumptions about population distributions. A flashcard deck on parametric and non-parametric tests also raises differences involving data types, normal distribution and ranks. These resources offer a place to compare the terms before returning to the quiz on parametric assumptions.

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