Theories Flashcards

1
Q

True ability of the testtaker (true score) + error

A

Classical test score theory

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2
Q

Center of distribution should represent the true score and dispersion around the mean of the distribution should display the distribution of sampling errors

A

Classical test score theory

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3
Q

Seek to estimate the extent to which specific sources of variation (error) under defined conditions are contributing to test score

A

Domain sampling theory

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4
Q

Using a limited number of items to represent a larger and more complicated construct. Also states that as reliability of a test increases as the number of items increases

A

Domain sampling theory

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5
Q

Based on the idea that a person’s test scores vary from testing to testing because of variables in the testing situation; analogous to true score theory

A

Generalizability theory

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6
Q

Influence of particular facets on the test score nga bisag unsa pa na factor (test admin, no. of items) maka lead ra ug same score in different situations

A

Coefficient of generalizability

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7
Q

Used to focus on the range of item difficulty that helps assess an individual’s ability level

A

Item-response theory (aka latent-trait theory)

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8
Q

An IRT model with very specific assumptions about underlying distribution

A

Rasch model

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9
Q

Assumptions in using IRT

A
  • unidimensionality
  • local independence (only one construct)
  • monotonicity (item mutugma sa construct kay mu increase if piliun sya)
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10
Q

Probabilistic relationship between a testtaker’s response to a test item and that testaker’s level on the latent construct being measured expressed in graphic form

A

Item characteristic curve

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11
Q

Understand the range over construct for which an item is most useful in discriminating groups of testtakers

A

information curve

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12
Q

Estimate which an observed score deviates from a true score

A

Standard error of measurement (the higher the SEM, the lower the reliability)

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13
Q

Estimates how repeated measures of a person on the same instrument tend to be distributed around his or her “true” score.

A

The standard error of measurement (SEM

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14
Q

A range or band of test scores that is likely to contain the true score; set or derived from SEM; ideal is 95%

A

Confidence interval

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15
Q

Determine how large a difference should be before it is considered statistically significant

A

Standard error of difference

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16
Q

Assess whether any differences we observe in test scores are real differences or simply differences that occurred due to measurement error

A

Standard error of difference

17
Q

Difference between SEE and SEM

A

SEE= error in the prediction of Y from X

SEM=focus kay sa test as a whole and error kay gkan sa observed score or sa test (measurement)