Lecture 9 Flashcards

1
Q

What do cross-tabulation and chi-square tests enable marketers to analyse?

A

The association between two ‘categorical variables’

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2
Q

What are the limitations of a chi-squared test?

A

1- A sample size too large or too small
2- It can only determine whether two variables are related; does not establish causality

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3
Q

What does the t-test determine?

A

Whether the sample mean and mean of the population differ

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4
Q

What does the Pearson’s chi-squared test show?

A

Determines if there is a significant difference between observed and expected frequencies in categorical data

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5
Q

What is typically the critical value?

A

0.5

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6
Q

What can we do if our P-value is smaller than the critical value?

A

The null hypothesis can be rejected

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7
Q

What is one of the most popular hypothesis tests in statistics?

A

T-test

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8
Q

What groups are used for an independent sample t-test?

A

Two independent groups (categories)
Independent = participants cannot be in both groups

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9
Q

What groups are used for a paired sample t-test?

A

Two paired groups (categories)
Paired = participants at two different time points

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10
Q

What groups are used for an ANOVA test?

A

Three or more groups (categories) (participants cannot be in more than one group)

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11
Q

What do t-tests examine?

A

The differences between group means measured on interval or ratio scales.

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12
Q

What type of statistic is a t-test?

A

Inferential

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13
Q

What three data values are required to calculate a t-test?

A

1- The difference between the mean values from each data set (the mean difference)
2- The standard deviation of each group(s)
3- The number of data values for each group

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14
Q

What does interval and ratio data provide for t-tests?

A

Provides mean and we can calculate the standard deviation (SD) from this

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15
Q

What test checks for ‘normality’?

A

Kolmogorov-Smirnov & Shapiro-Wilk test

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16
Q

What does it mean if there is not a significance in independent t-tests?

A

It is not normally distributed

17
Q

What’s an outlier?

A

A data point that is significantly different from others

18
Q

What can non-normal data lead to?

A

Inaccurate p-values, increasing the risk of Type I and Type II

19
Q

What does the one-way ANOVA test?

A

Whether there is a difference between the means of
more than 2 groups.

20
Q

What data do we need for ANOVA tests?

A

Independent variables: Categorical (nominal/ordinal)

Dependent variables: Continuous (interval/ratio)

21
Q

What should the scale level of the dependent variable be for ANOVA tests?

A

Metric

22
Q

What should the scale level of the independent variable be for ANOVA tests?

A

Nominal

23
Q

What is homogeneity?

A

Drawn from a single population (can be checked with the Levene test)

24
Q

What is a Type I (false positive)?

A

False positive- positive association even if there is none

25
Q

What is a Type II (false negative)?

A

False negative- don’t find significance but they are actually in the data