Non Parametric Tests Flashcards

(29 cards)

1
Q

Mann Whitney U is non parametric equiv to

A

Independent groups t test

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2
Q

Wilcoxon signed ranks test basic logic is to find

A

Each persons difference (or change) score from time 1 to time 2

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3
Q

When reporting Wilcoxon signed-rank t test you don’t give the

A

Mean

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4
Q

Wilcoxon you report like this

A

(Mdn =….., range =……..), T = ……., p = …… , r(squared) = ………

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5
Q

Mann-Whitney U rest is referred to as a

A

Rank sum test

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6
Q

Mann-Whitney U produces what statistic?

A

U

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7
Q

Mann-Whitney U uses a different formula sometimes why?

A

For different sample sizes

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8
Q

Mann-Whitney U is reported like this

A

(Mdn =……., range =……..), U =……., p =………, r(squared) =…….

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9
Q

Kruskal-Wallis test is non parametric equiv to

A

ANOVA (more than 2 groups)

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10
Q

Kruskal-Wallis H is based on

A

Ranked data

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11
Q

Kruskal-Wallis uses the

A

Chi square (xsquared)

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12
Q

Post hoc tests help us to determine

A

Which groups are sig

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13
Q

Bonferoni adjustment means that you

A

Divide level of p = .05 by number of comparisons to be performed to give new significance level

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14
Q

Watch out new alpha for post hoc comparisons because

A

Bonferoni post hoc divides alpha by number of groups!!!

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15
Q

Friedmans ANOVA is the I parametric equiv to the

A

Repeated measures ANOVA

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16
Q

Friedmans ANOVA is based in ranked data with key diff being

A

Groups are related. Ie one participant measured multiple times

17
Q

Post hoc test for the Kruskal-Wallis will always be

A

Mann-Whitney U - because it is also repeated measures

18
Q

Post hoc for Friedmans will always be

19
Q

Bonferoni only adjusts the

A

Significance level

20
Q

Effect sizes should be calculated for all non parametric tests (True /false)

21
Q

Only calculate effect sizes in the

A

Post hoc comparisons

22
Q

Post hoc effect size formula

A

r = z divided sq.rt N

23
Q

Chi square is used when there is what type of data

A

Nominal (ie head counts)

24
Q

Two types of data for chi square

A
  1. One way designs

2. Two-way designs

25
One way chi - chi compares the expected frequencies (null) with
The actual observed frequencies (goodness if fit)
26
The larger the chi then
The more sig results are
27
Chi square issue is that it doesn't tell you anything about the
Accounted variance.
28
Nominal data we use
Chi squared
29
Wilcoxon signed ranks test is the non parametric equivalent to
The paired t test