Ch 1; Picturing Distributions w/ Graphs Flashcards

1
Q

Statistics

A

Science of leaning from data.

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2
Q

Any set of data contains…

A

Information, organized in variables, about some group of individuals.

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3
Q

Individuals

A

The objects described by a set of data. (People, animals, things)

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4
Q

Variable

A

Any characteristic of an individual.

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5
Q

Data

A

Actual measurements of variables recorded for individuals. (Numbers, pieces of info)

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6
Q

2 Types of Variables

A

Quantitative, Qualitative/Categorical

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7
Q

Categorical Variables

A

Places individuals into one of several groups (gender)

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8
Q

Quantitative Variable

A

Takes numerical values for which arithmetic operations can be used. (Often has units)

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9
Q

2 Types of Categorical Variables & Examples

A

Ordinal (Size, blood group, performance, pain ratings)(Scaled), Nominal (Colour, gender)

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10
Q

2 Types of Quantitative Variables & Examples

A

Continuous (2.31, 4.25), Discrete (0,1,2)

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11
Q

Exploratory Data Analysis

A

Process of using statistical tools & ideas to analyze data in order to describe main features.

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12
Q

Steps to Exploratory Data Analysis

A

1) Examine Each Variable
2) Examine relationships b/w variables
3) Graph
4) Add numerical summaries of specific aspects of data

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13
Q

Distribution of a Variable

A

Values it takes & how often it takes these values

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14
Q

What does a Distribution of a Categorical Variable do?

A

Lists categories & gives either percents/count of individuals in each category. (Values are labels of categories)

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15
Q

Best Graphs for Categorical Variables (2)

A

Pie Chart, Bar Graphs

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16
Q

Pie Chart

A

Shows distribution of categorical data as pie where slices are sized by counts/percents for categories of a whole. (Single Whole)

17
Q

Bar Graph

A

Each category is a bar whose height shows category counts/% (Single variable/variables from different sources not part of a whole)

18
Q

Best Graphs for Quantitative Variables (3)

A

Histograms, Stemplots, Time Plot

19
Q

Histogram

A

Show distribution of quantitative variables by using bars whose heights represent #/frequency of individuals who take on a value within a particular class (Range of #s).

20
Q

Stemplot

A

Separate each observation into a stem & a leaf that are then plotted to display distribution while maintaining the original values of variable.

21
Q

What to look for when Describing Distributions

A

Look for patterns & striking deviations from pattern

22
Q

How can you Describe Pattern (4)

A

Shape, Center, Variability, Outliers (Individual values that fall outside of pattern)

23
Q

Shapes of a Distribution (3)

A

Symmetric; Right & left mirror images
Right Skewed; Long tail on right
Left Skewed; Long Tail on left
Bimodal; 2 bumps

24
Q

Time Plot

A

Shows behavior over time (Time on horizontal axis & measured variable on vertical axis)