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Frequency distributions and graphing data: Levels of Measurement Frequency distributions Graphing data PowerPoint Presentation
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Frequency distributions and graphing data: Levels of Measurement Frequency distributions Graphing data. Stages in scientific investigation: Obtain your data: Usually get data from a sample , taken from a population . Descriptive statistics:

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Presentation Transcript
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Frequency distributions and graphing data:

Levels of Measurement

Frequency distributions

Graphing data

slide2

Stages in scientific investigation:

Obtain your data:

Usually get data from a sample, taken from a population.

Descriptive statistics:

Reveal the information that's lurking in your data.

Inferential statistics:

Use data from a sample to reveal characteristics of the population from which the sample data were presumably selected.

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Levels of measurement:

1. Nominal (categorical or frequency data):

When numbers are used as names.

e.g. street numbers, footballers' numbers.

All you can do with nominal data is count how often each number occurs (i.e. get frequencies of categories).

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2. Ordinal:

When numbers are used as ranks.

e.g. order of finishing in a race: the first three finishers are "1", "2" and "3", but the difference between "1" and "2" is unlikely to be the same as between "2" and "3".

Many measurements in psychology are ordinal data - e.g., attitude scales.

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1 2 3 4 5 6 7 8 9

-4 -3 -2 -1 0 1 2 3 4

3. Interval:

When measurements are made on a scale with equal intervals between points on the scale, but the scale has no true zero point.

e.g. temperature on Celsius scale: 100 is water's boiling point; 0 is an arbitrary zero-point (when water freezes), not a true absence of temperature. Equal intervals represent equal amounts, but ratio statements are meaningless - e.g., 60 deg C is not twice as hot as 30 deg!

Many measurements in psychology are interval data - e.g., IQ scores.

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4. Ratio:

When measurements are made on a scale with equal intervals between points on the scale, and the scale has a true zero point.

e.g. height, weight, time, distance.

Measurements in psychology which are ratio data include reaction times, number correct, error scores.

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Frequency distributions:

50 scores on a statistics exam (max = 100):

84 82 72 70 72

80 62 96 86 68

68 87 89 85 82

87 85 84 88 89

86 86 78 70 81

70 86 88 79 69

79 61 68 75 77

90 86 78 89 81

67 91 82 73 77

80 78 76 86 83

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Raw (ungrouped) Frequency Distribution:

Score Freq Score Freq Score Freq Score Freq

96 1 86 6 76 1 66 0

95 0 85 2 75 1 65 0

94 0 84 2 74 0 64 0

93 0 83 1 73 1 63 0

92 0 82 3 72 2 62 1

91 1 81 2 71 0 61 1

90 1 80 2 70 3

89 3 79 2 69 1

88 2 78 3 68 3

87 2 77 2 67 1

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Relative Frequency Distributions:

Useful for comparing groups with different totals.

Relative frequency = (cell total/overall total) x 100

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Raw Frequency and Relative Frequency Distributions:

Only the scale of the graph changes - not the pattern of frequencies.

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Effects of aspect ratio and scale on graph appearance:

(a) A graph aimed at giving an accurate impression...