Chapter 1 and 3.1 Flashcards

representing and describing data

1
Q

Quantitative data

A

numerical, makes sense to find an average

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2
Q

Categorical data

A

categories or groups with labels, doesn’t make sense to find an average

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3
Q

Mean

A

measure of center, average, use for symmetrical data

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4
Q

Median

A

measure of center, middle value (n+1/2=middle position), use for skewed data and/or outliers

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5
Q

Range

A

measure of spread, maximum minus minimum

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6
Q

Interquartile range (IQR)

A

measure of spread, range of middle 50% of data, Q3-Q1

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7
Q

Standard deviation

A

measure of spread, mean distance from the mean

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8
Q

Outliers

A

Data values that are unusually low or high, Q3+1.5IQR or
Q1-1.5
IQR

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9
Q

CSOCS

A

Context, shape (symmetrical/ skew/mode), outliers, center, spread, address all of these points when asked about the distribution of a data set

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10
Q

Explanatory variable

A

independent or x-variable, variable that when changed impacts the other

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11
Q

Response variable

A

dependent or y-variable, depends on the other-both change

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12
Q

Positive correlation

A

as x increases, y increases

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13
Q

Negative correlation

A

as x increases, y decreases

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14
Q

CDOFS

A

Context, direction (+/-), outliers, form (linear/nonlinear), strength (strong/moderate/weak), use to describe dot plots (variation of CSOCS)

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15
Q

Correlation coefficient (r)

A

r close to 0=weak correlation
r close to 1=strong correlation
positive r=positive correlation
negative r=negative correlation

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16
Q

Individuals

A

the objects/people described by a data set

17
Q

Variables

A

characteristics of individuals

18
Q

Distribution

A

values of a variable and their frequencies, pattern of variation

19
Q

Displaying numerical data

A

Dot plot, stem plot, histogram

20
Q

Displaying categorical data

A

Frequency table (counts), relative frequency table (%), pie charts, bar graphs

21
Q

Misleading graphs may…

A

have a scale that doesn’t start at zero, use pictures with width instead of simple bars

22
Q

Marginal distribution

A

distribution of a single variable for all individuals, totals/percentages of groups for one variable, do not address relationships between variables

23
Q

Conditional distribution

A

the value of a variable given individuals have a certain value of another variable (*given), two sets (column and row variables), can be used to compare relationships between variables

24
Q

Association

A

knowing the value of one variable helps to predict the value of the other variable