Chapter 3 - Properties of Distributions Flashcards

1
Q

Central tendency

A

Number typical of the scores in a distribution

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2
Q

Dispersion

A

How spread out scores are in a distribution of a quantitative variable

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3
Q

Outliers

A

Scores the deviate by an unusual amount from the central tendency of a distribution

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4
Q

Range

A

Difference between largest and smallest scores in a set

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5
Q

Variance

A

Mean squared deviation from the mean

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6
Q

Deviation score

A

Difference between a score and the mean of the sample or pop from which it came

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7
Q

Sum of squares

A

Sum of all squared deviation scores in a sample or population

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8
Q

Sample variance

A

Sum of squares divided by n-1

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9
Q

Standard deviation

A

Square root of the variance. Roughly the average distance of scores from the mean

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10
Q

Shape of distribution

A

How density or frequency changes as a function of the values of the variable

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11
Q

Normal distribution
Skewed distribution
Multimodal distribution

A
  1. A unimodal, symmetrical distribution whose cross-section resembles cross-section of a bell. Bell curve
  2. Asymmetrical distribution.
    Right skewed or positively
    Left skewed or negatively
  3. More than one peak
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12
Q

Kurtosis

A

Sharpness of a peak

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13
Q

Mean

A

Balance point of a distribution
Changing the score changes the mean
Adding or subtracting a constant from each score, the same constant will be added/subtracted from the mean
Multiplying each score by a constant will change the mean the same way
To compute a grand mean, weight the two means by respective n
(n1m1)+(n2m2)/n1+n2
Used with interval, ratio

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14
Q

Median

A
Not affected by extreme scores
Only appropriate measure of CT for nominal variables 
Good for skewed distributions
Not sensitive to outliers
Good when data are ordinal
Used with ordinal, interval, ratio
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15
Q

Mode

A

Good for nominal data

Used with nominal, ordinal, interval, ratio

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16
Q
  1. CT in right skewed (positively)

2. CT in left skewed (negatively)

A
  1. (Left to right): mode median mean
    Floor effect
  2. (Left to right): mean median mode
    Ceiling effect