Comparing means Flashcards

(19 cards)

1
Q

What does a between-subject (unpaired) design compare?

A

Values recorded from different individuals.

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2
Q

What does a within-subject (paired) design compare?

A

Values recorded from the same individual.

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3
Q

Why should testing order be counterbalanced?

A

To control for the confounding effect of order.

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4
Q

What is a confounding variable?

A

An external factor that affects both independent and dependent variables.

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5
Q

Why can graphs of means ± SEM be misleading for paired data?

A

Because identical SEMs can hide differences in individual change consistency.

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6
Q

How should paired data be presented?

A

Show individual change lines or pre–post plots, not just group means.

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7
Q

What does a paired t-test compare?

A

The mean of the differences between two groups of paired data.

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8
Q

What does an unpaired t-test compare?

A

The difference between means of two unrelated groups.

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9
Q

What assumptions must be met for an unpaired t-test?

A

Normal distribution, statistical independence, and equal variance (homogeneity).

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10
Q

What test should be used if variances are unequal?

A

Welch’s corrected t-test.

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11
Q

Why use ANOVA instead of multiple t-tests?

A

Multiple t-tests increase Type I error risk.

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12
Q

What does ANOVA test for?

A

Differences in means between two or more unmatched groups.

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13
Q

What are the null and alternative hypotheses for ANOVA?

A

H₀: all group means are equal; H₁: at least one mean differs.

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14
Q

What are ANOVA’s main assumptions?

A

Normal residuals, independence, and homogeneity of variance.

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15
Q

What is the nonparametric alternative to ANOVA?

A

Kruskal–Wallis test.

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16
Q

What do post hoc tests do?

A

Identify which groups differ after rejecting the null hypothesis.

17
Q

What are common post hoc tests and their uses?

A

Bonferroni: strict, prevents Type I errors; Tukey: balanced; Dunnett’s: all vs control.

18
Q

What is a false discovery rate (FDR)?

A

A correction used for massive multiple comparisons (e.g. gene arrays).

19
Q

When are nonparametric tests used?

A

When parametric test assumptions fail (e.g. non-normal data).