Quiz 2 Flashcards

1
Q

didn’t study, anxious, late to test

A

trait error

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2
Q

error that resides in testing situation (noisy, hot, etc.)

A

Method errors

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3
Q

what is the formula for test score theory

A

X (observed score) = t (true score) + E (error)

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4
Q

What is the formula for gregory’s intelligence scale?

A

(Lf + Ll)x100 divided by

10

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5
Q

___are used to estimate reliability.

A

Correlation coefficients

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6
Q

ranges from -1.0 to +1.0

A

Correlation coefficients

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7
Q

is expressed from 0.0 (no reliability) to +1.0 (perfect reliability)

A

reliability coefficient

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8
Q

indicates the proportion of variance in a group of obtained scores that is attributable to true individual differences.

A

A reliability coefficient

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9
Q

A reliability coefficient is directly interpretable. A test with a reliability of .90 has a ______ error.

A

.10

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10
Q

What are the 4 types of reliability

A

test-retest
parallel form
internal consistency
interrater reliability

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11
Q

-Stability of test scores over time
-It requires two administrations of the same test with the same group of individuals
-Correlate scores from one test taken at two different times.
Describes what type of reliability?

A

test-retest reliabiltity

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12
Q

-Used when there is more than one form of a test
EX – SAT, Act, GRE, MCAT, Make-up Exams
-Reduces the possibility of coaching or cheating and memory or practice effects (minimizes but does not eliminate)
-measures degree that two forms of a test are measuring the same thing.
Describes what type of reliability

A

Parallel Form Reliability

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13
Q

When you want to know if the items on a test assess one, and only one, dimension. The majority of psychological tests have only one form.
-correlate each individual item with the total score
Describes what type of reliability?

A

internal consistency reliability

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14
Q

A single test is administered to a group of people
Items are divided into equal halves, typically odd-even (good especially b/c many tests get harder as test progresses)
Correlation between items is the split-half reliability
Have to be careful with speed tests, especially if first items are easier

A

Split-half reliability

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15
Q

When you want to know whether there is consistency in the rating of some outcome. describes what type of reliability?
examine agreement between raters

A

interrater reliability

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16
Q

How do we increase reliability

A

One way is to increase the number of items (typically works), will increase the range of test scores
EX – think of luck involved on a 5 item test vs. 100 item test.

17
Q

The average amount of variability in a set of scores (average distance from the mean) is called

A

standard deviation (s or sd)

18
Q

If s=____, there is no variability, numbers are identical in nature

A

0

19
Q

_____is sensitive to extreme scores, just like the Mean.

A

Standard deviation

20
Q

The Standard Deviation squared (or don’t compute last step of SD) is the ____

A

variance

21
Q

Second measure of internal consistency takes it a step further than split-half
Split-half has been criticized for lack of precision – reliability changes based on how items are split
Why not take a more typical value such as the mean of the split-half coefficients for all possible splitting of a test?
Used with dichotomous data- items scored as right or wrong dichotomous (0 or 1)

A

Kuder-Richardson Reliability

22
Q

mean of all possible split half coefficients, corrected by the Spearman-Brown formula.
Used for tests with continuum such as LIKERT
Must have high reliability coefficient (items must be homogenous – measure the same trait)

A

cronbach’s alpha (coefficient alpha)

23
Q

An advantage of the median over the mean is:
A) it is sensitive to extreme scores
B) it is less influenced by extreme scores
C) it is more accurately reflects the central tendency

A

B) it is less influenced by extreme scores

24
Q
The mean is:
A) the most frequently occurring score
B) the midpoint of a distribution of scores
C) least affected by extreme scores
D) the arithmetic average
A

D) the arithmetic average

25
Q

What is the mode of the following set of values?

13, 5, 17, 18, 5, 9, 9, 13, 5, 17, 5, 16

A

5

26
Q

In “descriptive statistics” you reduce the mass of the data, whereas with inferential statistics you:
A) measure a single characteristic
B) estimate a population’s characteristics
C) generalize information about a single person

A

B) estimate a population’s characteristics

27
Q
Reliability within a set of observations measuring homogenous traits of a construct (e.g., personality) is referred to as:
A) parallel forms reliability
B) unified reliability
C) internal consistency
D) all of the above
A

C) internal consistency

28
Q

A test has a reliability coefficient of .77. This coefficient means that:
A) 77% of the variance in test scores is true score variance, and 23% is error variance.
B) 77% of items on this test are reliable and 23% of the items are unreliable.
C) 23% of the variance in test scores is true score variance, and 77% is variance.

A

A) 77% of the variance in test scores is true score variance, and 23% is error variance.

29
Q

Test constructors can improve reliability by:
A) decreasing the number of items on a test
B) increasing the number of items on a test
C) retaining items that measure sources of error variation

A

B) increasing the number of items on a test

30
Q
The Spearman-Brown formula corrects for deflated reliability due to:
A) errors in validity
B) small sample size
C) systematic error
D) half-length tests
A

D) half-length tests

31
Q

Administering two supposedly equivalent forms of test (e.g. form A and form B) to the same group of individuals yields a correlation coefficient indicating:
A) test-retest reliability
B) split-half reliability
C) parallel forms reliability

A

A) test-retest reliability

32
Q

Approximately what value must a reliability coefficient have if a test is being used to make decisions about an individual’s life?
A) .90
B) .70
C) .50

A

A) .90

33
Q

A reliability coefficient can range from:
A) 0 to 1.00
B) 0 to 100
C) -1.0 to 1.00

A

A) 0 to 1.00

34
Q
The measure of how spread out numbers are in a group of numbers is the:
A) rooted variance
B) mean
C) internal consistency
D) standard deviation
A

D) standard deviation

35
Q

Explain the difference between reliability and validity.

A

Reliability is the ability of a test to be repeated with similar results and validity is the extent to which the test measures what it claims to measure.