Topic 4 - Surveys and observations

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ch6 & stats review (right after ch14)

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1
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what are forced choice questions used to measure

e.g. what politician you’re voting for/personality type

2
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what is a poll/survey

a method of posing questions to ppl online, in personal interviews, or written questionnaires 

3
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Likert scale

1 -5 agree/disagree scale 

4
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what is the drawback of open-ended questions

responses must be coded and categorized, a process that is difficult and time consuming

5
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semantic differential format

rating a target object using a numeric scale that is anchored with adjectives

6
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leading questions

the wording leads ppl to a particular response

7
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what kind of question is best in a survey

a simple one!!! 

8
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double-barreled question 

asks two questions in one 

can be convoluted 

9
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negatively worded questions

negative phrasing - causing confusion

thereby reducing construct validity

10
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response set/nondifferentiation 

a shortcut respondents may use to answer items in a long survey, rather than responding to the content of each item 

11
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acquiescence/yea-saying

answering yes or strongly agree to every item in a survey/interview

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fence sitting

playing it safe - answering in the middle of the scale for every question in a survey/interview

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socially desirable responding/faking good

answering to make oneself look good

14
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faking bad 

giving answers on a survey that make one look worse than one really is 

15
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what are ways to avoid observer effects?

unobtrusive observations 

wait it out 

measure the behaviour’s results 

16
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observational research

The process of watching people or animals and systematically recording how they behave or what they are doing.

17
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observer bias

A bias that occurs when observer expectations influence the interpretation of participant behaviors or the outcome of the study.

18
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observer effect/expectancy effect

A change in behavior of study participants in the direction of observer expectations.

19
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masked design/blind design 

A study design in which the observers are unaware of the experimental conditions to which participants have been assigned.

20
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reactivity

A change in behavior of study participants (such as acting less spontaneously) because they are aware they are being watched.

21
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unobtrusive observation

An observation in a study made indirectly, through physical traces of behavior, or made by someone who is hidden or is posing as a bystander

22
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what are some survey question formats

open-ended

forced choice

Likert scale

semantic differential

23
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what are surveys inefficient in

assessing peoples actual behavior, motivations, or certain memories

24
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what are surveys efficient in

peoples subjective feelings and opinions

25
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descriptive statistics

A set of statistics used to organize and summarize the properties of a set of data

26
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data matrix

A grid presenting collected data.

27
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frequency distribution

A table showing how many of the cases in a batch of data scored each possible value, or range of values, on the variable

28
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frequency histogram

A data visualization technique showing how many of the cases in a batch of data scored each possible value, or range of values, on the variable.

29
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dot plot

A data visualization technique in which every data point for a given variable is represented

30
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central tendency 

A value that the individual scores in a data set tend to center on

31
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mode

A measure of central tendency that is the most common score in a set of data.

32
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bimodal

Having two modes, or most common scores.

33
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multimodal

Having two or more modes, or most common scores.

34
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median

A measure of central tendency that is the value at the middlemost score of a distribution of scores, dividing the frequency distribution into halves

35
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mean

An arithmethic average; a measure of central tendency computed from the sum of all the scores in a set of data, divided by the total number of scores.

36
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variance

A computation that quantifies how spread out the scores of a sample are around their mean; it is the square of the standard deviation.

37
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standard deviation

A computation that captures how far, on average, each score in a data set is from the mean.

38
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box plot

A data visualization technique that depicts a sample’s median, interquartile range (25th and 75th percentiles), and outliers.

39
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outlier

A score that stands out as either much higher or much lower than most of the other scores in a sample.

40
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z score/standardized score

A computation that describes how far an individual score is above or below the mean, in standard deviation units.

41
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cohen's d

A measure of effect size indicating how far apart two group means are, in standard deviation units.

42
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what are the elements of descriptive research

collective data (surveys/observations) 

visualising data (frequencies/graphs/shapes of distributions) 

descriptive statistics (central tendency, variability, single scores, relationships) 

43
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what are the two methods of collecting data

survey methods - asking ppl questions

observational methods - watching what people do

(plus physiological methods)

44
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aggregating data 

the process of collecting and summarizing raw data to create a more informative and usable dataset for analysis and decision-making.

visually or with numbers 

45
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what are the three common things descriptive stats summarize?

the distribution of scores in a variable

individual scores within a distribution

relationships between variables

46
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what are descriptions of how scores are distributed

frequency distributions

shape

central tendency

variability

47
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what is magnitude 

how much? what is the weight of the center of distribution? 

48
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what is variability

how spread?

49
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what is the top of the bar

the mean value of that group

50
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what are the problems with bar graphs 

not intuitive to compare two means 

hides a lot of data that we don’t know 

  • doesnt show outlier 

  • doesnt show if bimodal 

  • doesn’t show if very unequal sample sizes (n) 

51
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what two graphs should you avoid using

pie charts

bar graphs

but bar graph>pie chart

52
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what is under shape?

skey and kurtosis 

53
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what is a normal distribution

‘normal’ describes the type

bell curve

54
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what are floor effects

limitation in the low end of the scale

e.g. household income can’t go less than zero

55
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what are ceiling effects 

limitation in the high end of the scale (can’t go over 100 for example) 

56
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unimodal data 

there is a single most frequent value/peak 

57
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bimodal data

there are two most-frequent values or peaks

58
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rectangular data

there is no peak, all values are about equally frequent

59
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kurtosis

how peaked/flat your data is 

mesokurtic

leptokurtic

platykurtic 

60
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mesokurtic

normal distribution

61
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leptokurtic

very peaked

62
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platykurtic

(plate) very flat 

63
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Σ

sum of everything to the right

64
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x̄ (x bar) or M

mean

65
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N

the number of observations 

66
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what is the equation of

x̄ = ΣX/N

67
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what are deviation scores

X - x̄ 

each data point minus the mean 

68
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central tendency tells us…

where the data is typically located in a distribution

69
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variability tells us…

how consistently the data adheres to the typical value

(spread)

  • range 

  • variance 

  • SD 

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range 

total spread of scores in a distribution (max - min)

71
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IQR (inter quartile range)

spread of the middle values

72
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measures of error

how far are values from the mean

73
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standard deviation

the mean deviation score - the middlest deviation score

great for describing spead of scores in a distribution

if you report a mean, always report this too!

74
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variance (SD²)

mean squared deviation score (total variance) 

not great for describing spread (in squared units of measure) 

the FOUNDATION of most inferential stats 

75
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what is the variance equation

S^2 = \frac{\sum (x_i - \bar{x})^2}{n - 1}

76
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what are the steps for calculating variance 

  1. calculate a deviation for each score 

  2. square each deviation score

  3. sum the squared deviation scores 

  4. divide the sum of squared deviation scores by N 

77
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standard deviation equation

\sigma={\sqrt {\frac {\sum(x_{i}-{\mu})^{2}}{N}}}
\sigma

=

population standard deviation

N

=

the size of the population

x_i

=

each value from the population

\mu

=

the population mean