Chapter 2 Flashcards

1
Q

What are the two types of data analysis?

A

Exploratory and explanatory

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2
Q

What is exploratory?

A

Looking for patterns

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3
Q

What is explanatory?

A

Communicate the conclusion. They have to designed in such a way where it is easy to interpret.

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4
Q

What are the four characteristics of a good plot?

A
  1. Show the data
  2. Make patterns easy to see
  3. Display magnitudes honestly
  4. Draw graphics clearly
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5
Q

What are the characteristics of a bad plot?

A

Hiding the data: variations and densities
(Unable to see patterns, unable to say anything about the population - how many)

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6
Q

How to shaw patterns?

A

Scales and arrangements/ Appropriate scales and arrange in a reasonable way
“zoom” into the more relevant scales
adjust s axis in such way that shows patters

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7
Q

What is representing magnitudes dishonestly?

A

Start y-axis at 0, height of bar plot imply magnitude

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8
Q

What are two things to consider when drawing graphical elements clearly?

A

Is it readable? and considering a diverse (colorblindness) audience

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9
Q

What is the difference between a bar graph and a histogram?

A

Bar graph contain space between bins and histogram does not. The x axis of a bar graph represent categorical variable while histogram, represents numerical variable

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10
Q

What is a pie chart and why is it not as good?

A

Display frequencies of a categorical variable. The issue with pie chart is that the “slices” are hard to see when that frequency is small/low

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11
Q

What kind of shapes can histogram have?

A

Skewness: right/positive skew and left/negative skew

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12
Q

What are types of histograms and density plots?

A

Bell shaped, bimodal, skewed, and uniform

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13
Q

What is an outlier?

A

An extreme observation

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14
Q

Showing association between two categorical variable (categories different from each other)

A

Contingency table, Grouped bar graph, Mosaic Plot

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15
Q

Contingency Table

A

Frequency of occurrence of all combinations of two or more categorical variables

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16
Q

Grouped Bar Graph

A

Heights display frequency distributions of 2 or more categorical variables

17
Q

Mosaic Plot

A

Areas of rectangles display the relative frequency of occurrences of all combination of 2 or more categorical variables

18
Q

Showing Associations between two numerical variables

A

Scatter plot: positive association, negative association, and absent (no) association

19
Q

Showing association between one numerical and one categorical variables

A

Strip chart: each observation is a dot, they are jittered
Multiple histograms: stack vertically

20
Q

How to show trends in time or/and place?

A

Line graph and map

21
Q

Line graph

A
  • Connect the dots
  • Trends
  • Rate og change
22
Q

Map

A
  • Color gradient
  • Explanatory variables = location in space