6. Analysing Continuous and Categorical Data Flashcards

1
Q

What are the different type of t-tests and what do they measure?

A
  1. Single mean: 1-sample t-test
  2. Difference between 2 means: 2-sample t-test
  3. Difference between paired measures: Paired t-test
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2
Q

What is the null hypothesis of the One Sample T-Test?

A

Is that the population mean = fixed hypothesised value.

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3
Q

What makes a one sample t test valid?

A
  1. Approx. Normal Distribution

2. Sample size is 20 or more

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4
Q

What is the null hypothesis of the two sample t test?

A

Two population means are equal.

The mean difference = 0.

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5
Q

What makes a two sample t test valid?

A

Valid if…

  1. Samples are approximately normally distributed
  2. At least 20 in each group
  3. Standard deviations are approximately equal
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6
Q

What is the null hypothesis of a paired t test?

A

Within-pair differences are normally distributed around zero.

Tests whether the mean within a pair is larger than would be expected to have occurred by chance.

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7
Q

What is the null hypothesis of ANOVA?

A

All of the samples that are randomly selected from a given population all have the same mean.

It simultaneously compares the means of more than 2 groups

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8
Q

What are the requirements for ANOVA to be valid?

A
  1. 20 samples
  2. All samples approx. normally distributed
  3. Approximately equal variances
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9
Q

What is the one sample t test non-parametric cousin?

A

Wilcoxon sign test

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10
Q

What is the two sample t test non-parametric cousin?

A

Mann Whitney U test

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11
Q

What is the paired t test non-parametric cousin?

A

Wilcoxon paired test

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12
Q

What is the ANOVA test non-parametric cousin?

A

Kruskall Wallis Anova

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13
Q

What are we looking for when asking whether correct test was allocated.

A
  1. Normal distribution
  2. SD not twice one another
  3. Approx equal variances (ANOVA)
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14
Q

What are the remits of parametric?

A

Has assumptions that must be met for results to be valid

Uses more of the data so more powerful

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15
Q

What are the remits of non-parametric?

A

Assumes nothing of the data

Always valid but less powerful than its parametric equivalent

If parametric and nonparametric disagree, nonparametric should be trusted

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16
Q

How can we compare measures in categorical data?

A

Using:

  • Difference (%)
  • Relative Risk
  • Odds Ratio

These can be given by cohort study.

17
Q

How can we compare two groups of categorical data?

A

Using a chi-square test.

18
Q

Whats the non-parametric version of Chi Square Test?

A

The Fisher’s Exact Test