Psychological Measurement Chapter 4 Flashcards

1
Q

Level of measurement

A

relationship among the numbers we have assigned to the information

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2
Q

Nominal

A

Assign numbers to objects where different numbers indicate different objects

Female = 1, Male = 2

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3
Q

Ordinal

A

Assign numbers to objects, numbers also have meaningful order

1st place, 2nd place, 3rd place

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4
Q

Interval

A

Numbers have order but there are also equal intervals between adjacent categories

the difference between 78 degrees and 79 degrees (1 degree) is the same as 45 and 46 degrees (1 degree)

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5
Q

Ratio

A

Differences are meaningful (like interval), plus ratios are meaningful and there is a true zero point

10 pounds is twice as much as 5 pounds (ratios are meaningful: 10/5= 2)
- Zero pounds means no weight or an absence of weight (true zero point)

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6
Q

Raw scores

A

basic scores calculated form a psychological test

  • We convert raw scores into more informative standards scores
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7
Q

Frequency distribution

A

an orderly arrangement of a group of numbers

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8
Q

Histogram

A

a bar graph used to represent frequency data in statistics

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9
Q

normal distribution

A

(Carl Frederich Gauss)

Perfect and symmetrical
- Forms a bell shaped curve

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10
Q

Measures of central tendency

A

value that helps us understand the middle of a distribution or set of scores (Mean, median and mode)

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11
Q

Mode

A

Refers to the data value that is most frequently observed

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12
Q

Median

A

Refers to the data value that is positioned in the middle of an ordered data set
- Smallest to largest order

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13
Q

Mean

A

Average between all data points

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14
Q

Range

A

Max - Minimum (how much room distribution takes)

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15
Q

Standard deviation

A

How close the values in a data set are to the mean

+2 indicates that scores vary around the mean by 2 points

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16
Q

Variance

A

The degree of spread within the distribution

sum of the squared differences from the mean of each score, divided by the number of scores

17
Q

Correlation coefficient

A

is a statistic that we typically use to describe the relationship between two or more distributions of scores

18
Q

Pearson Product-Moment Correlation Coefficient

A

When variables are on an interval or ratio scale

19
Q

Spearman Rank Correlation Coefficient

A

When the variables are on an ordinal scale

20
Q

Standards scores

A

Units we transform test scores into (From raw scores)

21
Q

Linear transformations

A

change the unit of measurement but do not change the characteristics of the raw data

22
Q

Area transformations

A

change not only the unit of measurement but also the unit of inference

23
Q

Percentage

A

divide a raw score by the total possible scores and hen multiply answer by 100

24
Q

Standard deviation unit

A

How many standards deviations an individual score falls away from the mean

25
Q

Z-score

A

ells how many standard deviations someone is above or below the mean.

-Similar to standard deviation except it is represented as a whole number with a decimal point

26
Q

T-Score

A

(or standardized scores) are a conversion (transformation) of raw individual scores into a standard form, where the conversion is made without knowledge of the population’s mean and standard deviation.

  • Similar to standard deviation, help us understand how many standard deviations an individual test score is above or below the distribution mean.