Basic Definitions Flashcards

1
Q

Statistics

A

The study of methods for collecting, organizing, and analyzing data

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2
Q

Descriptive Statistics

A

Procedures used to organize and present data in a convenient and communicable form

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3
Q

Inferential Statistics

A

Procedures employed to arrive at broader conclusions or inferences about populations on the basis of samples

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4
Q

Population

A

The complete set of actual or potential elements about which inferences are made

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5
Q

Sample

A

A subset of the population selected using some sampling method

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6
Q

Sampling Methods

A

Cluster Sample, Stratified Sample, Simple Random Sample

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7
Q

Cluster Sample

A

A population is divided into groups called ______s; some ______s are randomly selected, and every member in them is observed

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8
Q

Stratified Sample

A

A population is divided into strata, and a fixed number of elements of each stratum are selected for the sample

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9
Q

Simple Random Sample

A

A sample selected so that each possible sample of the same size has an equal probability of being selected; used for most elementary inference

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10
Q

Variable

A

An attribute of elements of a population or sample that can be measured (Ex:height, weight, hair color, IQ, and pulse rate are some of the many of these that can be measured for people)

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11
Q

Data

A

Values of variables that have been observed

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12
Q

Types of Data

A

Qualitative/Categorical, Quantitative, Discrete, and Continuous Data

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13
Q

Qualitative/Categorical Data

A

descriptive but not numeric (Ex: gender, birthplace, color of a car)

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14
Q

Quantitative Data

A

take numeric values

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15
Q

Discrete Data

A

take counting numbers (0, 1, 2, …) as values, usually representing things that can be counted (Ex: number of fleas on a dog, number of times a professor is late in a semester)

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16
Q

Continuous Data

A

can take a range of numeric values, not just counting numbers – measures (Ex: height of a child, weight of a bag of beans, amount of time a professor is late)

17
Q

Levels of Measurement for Qualitative/Categorical Data

A

Nominal and Ordinal Levels

18
Q

Nominal Level

A

Values are just names, without any order (Ex: color of a car, major in a college)

19
Q

Ordinal Level

A

Values have some Natural Order (Ex: Military Rank, High School Class [Freshmen, Sophomore, Junior, Senior])

20
Q

Levels of Measurement for Quantitative Data

A

Interval and Ratio Levels

21
Q

Interval Level

A

Numeric data w/ no natural zero point; intervals (differences) are meaningful, but ratios are not (Ex: temperature in Fahrenheit degrees – 80 degrees F is 20 degrees F hotter than 60 degrees F, but it is not 150% as hot)

22
Q

Ratio Level

A

Numeric data for which there is a true zero; both intervals and ratios are meaningful (Ex: weight, length, duration, most physical properties really)

23
Q

Statistic

A

A numeric measure computed from sample data, used to describe the sample and to estimate the corresponding population parameter

24
Q

Parameter

A

A numeric measure that describes a population; usually not computed, but inferred from sample statistics