edpsy 490 ch 1-2

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38 Terms

1

mean (x̄), (μ)

numerical average of the scores; central tendency

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2

median (Mdn)

middlemost score value; central tendency

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3

mode

most frequent score value; central tendency

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4

'big' sigma (∑)

summaration operator; 'add it up'

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5

range

difference between the highest and lowest scores in a distribution; variability

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6

variance (σ²)

The average of the squared differences/deviations from the mean; variability

<p>The average of the squared differences/deviations from the mean; variability</p>
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7

descriptive statistics

provide descriptions of a specific sample of scores

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8

inferential statistics

numerical data that allow one to generalize- to infer from sample data the probability of something being true of a population

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9

subject (n), (N)

who/what we gather information about

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10

score (x)

single (numerical) value (measured from subject)

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11

variable

quantity that can have multiple values

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12

population

total group of scores used/measured

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13

infinite population

undefined number of scores

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14

finite population

defined number of scores

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15

sample

a subset of scores from the population

<p>a subset of scores from the population</p>
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16

parameter

numerical description of a population

<p>numerical description of a population</p>
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17

statistic

numerical description of a sample

<p>numerical description of a sample</p>
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18

expected value (E)

'long-run average;' expectation of the scores

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19

frequency distribution

presentation of a population of scores

<p>presentation of a population of scores</p>
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20

model

framework for describing the shape of a distribution; a 'simplified framework'

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21

nominal scale

unordered categories with arbitrary/assigned numbers
(e.g., 1. skittles, 2. reese's, 3. m&m's, 4. laffy taffy)

<p>unordered categories with arbitrary/assigned numbers <br>(e.g., 1. skittles, 2. reese's, 3. m&amp;m's, 4. laffy taffy)</p>
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22

ordinal scale

ordered categories with no defined spacing/variation (without a defined middle)
(e.g., 1. never, 2. sometimes, 3. often, 4. always)

<p>ordered categories with no defined spacing/variation (without a defined middle)<br>(e.g., 1. never, 2. sometimes, 3. often, 4. always)</p>
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23

interval scale

ordered with equal spacing & with a defined middle (without a true zero)
(e.g., 1. :D, 2. :), 3. :|, 4. ):, 5. D:)

<p>ordered with equal spacing &amp; with a defined middle (without a true zero) <br>(e.g., 1. :D, 2. :), 3. :|, 4. ):, 5. D:)</p>
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24

ratio scale

ordered with equal spacing & with a true zero
(e.g., ___ weeks, ___ months, ___ minutes, etc.)

<p>ordered with equal spacing &amp; with a true zero<br>(e.g., ___ weeks, ___ months, ___ minutes, etc.)</p>
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25

standard deviation (σ)

Distance of each value from the mean; variability

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26

right/positive skew

tail to the right (bulk of scores in the left)

<p>tail to the right (bulk of scores in the left)</p>
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27

left/negative skew

tail to the left (bulk of scores in the right)

<p>tail to the left (bulk of scores in the right)</p>
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28

symmetric/no skew

no tail/tail on left & right (bulk of scores in the middle)

<p>no tail/tail on left &amp; right (bulk of scores in the middle)</p>
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29

Platykurtic

a normal distribution that is relatively spread out and flat

<p>a normal distribution that is relatively spread out and flat</p>
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30

leptokurtic

A normal distribution with most of the scores in the middle and a sharp peak

<p>A normal distribution with most of the scores in the middle and a sharp peak</p>
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31

mesokurtic

a normal distribution with a moderate or middle peak; 'bell-shaped'

<p>a normal distribution with a moderate or middle peak; 'bell-shaped'</p>
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32

parsimony

the essence of the data in the simplest manner possible (without distorting the truth)

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33

normal curve

distribution model that is symmetric, has no skew (bell-shaped), is assumed to be continuous, & bulk of scores are close to the mean

<p>distribution model that is symmetric, has no skew (bell-shaped), is assumed to be continuous, &amp; bulk of scores are close to the mean</p>
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34

normal curve formula

determines relative frequency of a score in its distribution

<p>determines relative frequency of a score in its distribution</p>
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35

2-parameter model

a model is dependent on having/knowing 2 parameters
(e.g., normal curve & mean, variance)

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36

z-distribution (unit/standard normal)

a normal curve in standard deviation units

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37

z-score

the number of standard deviations a particular score is from the mean

<p>the number of standard deviations a particular score is from the mean</p>
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38

percentile rank

Percentage of scores falling at or below a specific score.

<p>Percentage of scores falling at or below a specific score.</p>
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