Chapter 1: Introduction to Statistics Flashcards

1
Q

Statistics

A

science of collecting, analyzing, organizing, and interpreting data in order to make decisions

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2
Q

Why study statistics?

A

1) To construct meaning out of the data around us
2) To recognize problems with published information
3) To draw conclusions from data
4) To improve processes
5) To obtain reliable forecasts (e.g. weather, stock market)

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3
Q

What do we use statistics for?

A

Discovering information on a characteristic of the population

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4
Q

Population

A

the entire collection of individuals or objects about which information is desired; collection of all outcomes, responses, measurements, or counts that are of interest

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5
Q

Why might you not be able to collect data from the entire population?

A

Depends on what “you” want to know. If you were studying breast cancer in women, you wouldn’t use men. Furthermore, there are too many people. Some might not wish to participate.

  • Cannot identify entire population
  • Cost too much, too much time
  • Pop infinite
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6
Q

Sample

A

subset of the population

a set can be a subset of itself

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7
Q

Two branches of statistics:

A

1) Descriptive - describing sets of data; tables, graphs, numerical calculations
2) Inferential - drawing conclusions; use information obtained from a sample to draw a conclusion on a population

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8
Q

Data

A

information coming from observations, counts, measurements, or responses

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9
Q

Descriptive Statistics

A

branch of statistics that involves the organization, summarization, and display of data

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10
Q

Inferential Statistics

A

branch of statistics that involves using a sample to draw conclusions about a population; basic tool used: probability

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11
Q

Qualitative Data

A

consist of attributes, labels, or nonnumerical entries

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12
Q

Quantitative Data

A

consist of numerical measurements or counts

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13
Q

Four levels of measurement:

A

1) Nominal
2) Ordinal
3) Interval
4) Ratio

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14
Q

Nominal level of measurement

A

Qualitative only; categorized using names, labels, or qualities; NO MATHEMATICAL COMPUTATIONS CAN BE MADE

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15
Q

Ordinal level of measurement

A

Qualitative or quantitative; can be arranged in order, or ranked, but differences between data entries are not meaningful

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16
Q

Interval level of measurement

A

Quantitative only; can be ordered; meaningful differences between data entries can be calculated; a zero entry simply represents a position on a scale; the entry is not an inherent zero

17
Q

Ratio level of measurement

A

Quantitative; similar to data at the interval level, BUT zero entry is an inherent zero; a ratio of two data entries can be formed so that one data entry can be meaningfully expressed as a multiple of another

18
Q

Inherent zero

A

zero implies “none”; ex: money; NOT-ex: temperature