Chapter 8 Flashcards

1
Q

Defined as the process of assigning numerals to variables to represent quantities of characteristics according to certain rules

A

Measurement

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2
Q

What are the uses of measurement

A

Describing quantity to determine value
Making decisions
Drawing comparisons
documenting change or progress
Discriminating
Predicting outcomes

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3
Q

Dichotomous variables can only take on how many variables

A

2

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4
Q

Ex of dichotomous variables

A

Yes or no on a survey

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5
Q

Polytomous variables can have how many values?

A

Many

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6
Q

Ex of polytomous variables

A

5 point opinion scale

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7
Q

can have any value along a continuum within a defined range

A

Continuous variables

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8
Q

Ex of continuous variable

A

Wt in lbs

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9
Q

Discrete variables can only be described in

A

Whole integer units

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10
Q

Ex of discrete variables

A

Heart rate in beats per minute

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11
Q

Ex of direct observations of a physical property

A

range of motion in degrees or length in centimeters

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12
Q

For measures that are not observable, use an indirect or proxy measure. An example of this is

A

the height of a column of mercury to measure temperature

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13
Q

Measured as some value assumed to represent the underlying variable

A

Abstract variables

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14
Q

Ex of abstract variables

A

Intelligence, health, strength

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15
Q

Levels of measurement

A

●Nominal
●Ordinal
●Interval
●Ratio

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16
Q

Classifications
●No relative order
●Numbers, letters or words may be used as category labels
•Blood type
•Gender
•Diagnosis
●Arithmetic properties: counting (frequency)

A

Nominal scale

17
Q

Numbers indicate rank order
●Intervals inconsistent or not known
●Examples: manual muscle test, function, pain
●Arithmetic properties: counts, percentages
•Medians useful for central tendency
•Cannot be added, subtracted, multiplied, or divided

A

Ordinal scale

18
Q

Numbers indicate rank order and demonstrate equal intervals
●No true zero
●Examples: temperature in Fahrenheit or Celsius
●Arithmetic properties: addition and subtraction

A

Interval scale

19
Q

Numbers indicate equal intervals and have a true zero
●Examples: age, height, weight
●Arithmetic properties: addition, subtraction, multiplication, and division

A

Ratio scale

20
Q

What is the relevance of measurement scales?

A

Determination of which mathematical operations are appropriate
●Determination of which interpretations are meaningful
●Statistical procedures
•Parametric versus nonparametric tests