Week 3 - Definitions and Variables Flashcards

1
Q

deliberately and consciously invented or adopted for a special scientific purpose. used in theoretical schemes.

A

construct

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2
Q

a symbol to which numerals of values are assigned.

A

variable

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3
Q

the variable that is presumed to cause a change in the dependent variable.

A

independent variable

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4
Q

the antecedent

A

independent variable

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5
Q

the consequent

A

dependent variable

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6
Q

Name 3 examples of independent variables.

A
  • gender
  • race
  • socioeconomic status
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7
Q

Name 2 other names for independent variables.

A
  • treatment

- factor and predictor variable

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8
Q

Name 3 other names for dependent variables.

A
  • outcome variable
  • results variable
  • criterion variable
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9
Q

those being studied (could be independent or dependent or neither)

A

research variables

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10
Q

describe the population (and may be confounding variables).

A

demographic variables

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11
Q

influence relationships being studied.

A

extraneous (confounding) variables

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12
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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13
Q

capable of taking on an ordered set of values within a certain range.

A

continuous variable

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14
Q

can only take on two values (Ex: yes/no on a survey)

A

dichotomous variables

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15
Q

can have multiple values (ex: a 5-point opinion scale)

A

polytomous variables

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16
Q

can theoretically have any value along a continuum with a defined range. ex: weight in pounds

A

continuous variables

17
Q

can only be described in whole integer units ex: heart rate in beats per minute.

A

discrete variables

18
Q

direct observations of a physical property ex: ROM is degrees or length in cm

A

direct measures

19
Q

measures that are not observable ex: the height of a column of mercury to measure temperature

A

indirect measures

20
Q

measured as some value assumed to represent the underlying variable. ex: intelligence, health, strength

A

abstract variables

21
Q

numbers represent units with equal intervals, measured from true zero

A

ratio scale

22
Q

numbers have equal intervals, but no true zero

A

interval scale

23
Q

numbers indicate rank order

A

ordinal scale

24
Q

numerals are category labels

A

nominal scale

25
Q

a single value that attempts to describe a set of data by identifying the central position within that set of data.

A

measure of central tendency

26
Q

Name 3 examples of measures of central tendency.

A

mean, median, mode

27
Q

the most popular and well known measure of central tendency. can be used with both discrete and continuous data, although its use is most often with continuous data. equal to the sum of all the values in the data set divided by the number of values in the data set.

A

mean

28
Q

the middle score for a set of data that has been arranged in order of magnitude. less affected by outliers and skewed data.

A

median

29
Q

the most frequent score in our data set.

A

mode

30
Q

outside factors that are associated with the other variables.

A

confounding variables

31
Q

rankings have meaning, they mean something ex: MMT 0-4, salary

A

ordinal scale

32
Q

rankings don’t mean anything - lower score and higher scores (temperature - hotter, colder, doesn’t mean good or bad)

A

interval scale