Introduction to Statistics Flashcards

1
Q

Statistics

A

is a branch of
mathematics that deals with
the collection, organization,
presentation, analysis, and
interpretation of data.

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2
Q

Two Types of Statistics

A

Descriptive and Inferential Statistics

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3
Q

Descriptive Statistics

A

Deals with the collection & presentation of data and the summarizing values that describes the group’s characteristics.

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4
Q

Most common summarizing values

A

Measures of central tendency and variation

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5
Q

Inferential Statistics

A

Deals with predictions & inferences based on the analysis & interpretation of the results of information gathered by the statistician Surrender

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6
Q

Common Statistical Tools of Inferential Statistics

A

T-test, z-test, analysis of variance (anova), chi-square, and pearson r

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7
Q

Two Types of Data Gathering

A

Census and Survey

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8
Q

Census

A

Methods of gathering data or population wherein 100 percent of the total population is being asked.

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9
Q

Survey

A

Method of gathering data or population wherein only a representative sample of total population is being asked.

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10
Q

Population

A

It is the totally of all the objects of a certain under consideration.

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11
Q

Population

A

it is a complete set of individual, objects or measurements having some common observable characteristics.

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12
Q

Sample

A

Part of a population that has the same characteristics of the given population.

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13
Q

Parameters

A

The value or measure obtained from the population.

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14
Q

Estimates

A

The value or measure obtained from the sample.

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15
Q

Variables

A

An observable characteristic or attribute associated with the population or sample being studied which makes one different from the other. It can vary in quantity or in quality.

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16
Q

Types of Variables

A

Qualitative and Quantitative Variables

17
Q

Qualitative variables

A

Are variables that can be placed into distinct categories, according to some characteristic or attribute.

18
Q

Examples of Qualitative Variables

A

Gender, religious preference, geographic location.

19
Q

Quantitative variables

A

Are numerical and can be ordered or ranked

20
Q

Examples of Quantitative Variables

A

Age, height, weight, body temperature

21
Q

Measurement scales

A

Nominal
Ordinal
Interval
Ratio

22
Q

Nominal

A

Classifies data into mutually exclusive categories in which no order or ranking can be imposed on the data.

23
Q

Examples of Nominal

A

Subject taught by college instructors, sex, political party, religion, marital status

24
Q

Ordinal

A

Classifies data into categories that can be ranked; however, precise differences between the ranks do not exist.

25
Q

Example of Ordinal

A

Grade(A.B.C.D), judging(1” place, 2nd place, etc.), rating scale (poor, good, excellent). ranking of tennis players

26
Q

Interval

A

Ranks data and precise differences between units of measure do exist; however, there is no meaningful zero.

27
Q

Examples of Interval

A

SAT score, IQ, temperature

28
Q

Ratio

A

Possesses all the characteristics of interval measurement, and there exists a true zero(a point where none of the quality being measured exists). In addition, true ratio exist when the same variable is measured on two different members of the population.

29
Q

Ratio examples

A

Height, weight, time, salary, age