Lecture 3 - Measurement error and uncertainty Flashcards

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1
Q

TRUE or FLASE

Measurement error is basically synonymous with reliability.

A

TRUE

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2
Q

TRUE or FLASE

Measurement error refers to the systematic fluctuations in test scores that follow a Gaussian distribution

A

FALSE

It’s about RANDOM fluctuations, which means they would “average out” over the long term if you could take enough measurements

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3
Q

What is the most optimal form of reliability coefficient?

A

Test-retest coefficients

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4
Q

TRUE or FALSE

Cronbach’s alpha is a single administration reliability coefficient

A

TRUE

Which is one reason it is not favoured, relative to test-retest coefficients

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5
Q

TRUE or FALSE

Most statistical methods assume a level of measurement error

A

FALSE

Most assume zero measurement error

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6
Q

What TWO factors does the predicted true score consider to improve the accuracy of the observed score?

A
  1. the measurement error of the instrument
  2. the scale mean (of a relevant population)
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7
Q

What are the two forms of measurement error we covered this week?

A
  1. Standard error of measurement (SEm)
  2. Standard error of estimation (SEe)
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8
Q

Name three sources of measurement error

A

Here are 5:

  1. Test/item construction
  2. Test taker variables
  3. Examiner-related variables
  4. Testing environment
  5. Scoring/interpretation
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9
Q

What is the equation at the heart of Classical Test Theory?

A

X = T + E

Where X = the observed score, T = the true score, and E = error

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10
Q

TRUE or FALSE

Cronbach’s alpha is an example of a internal consistency measure

A

TRUE

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11
Q

What is the Spearman-Brown formulation used for in the context of reliability?

A

For estimating the reliability change that occurs when changing the number of items within a measurement tool

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12
Q

Does Cronbach’s alpha measure internal consistency?

A

Yes (I think)

But I’m not really sure what this is about

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13
Q

What is the best alternative to Cronbach’s alpha?

A

The greatest lower bound (glb)

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14
Q

TRUE or FALSE

Where possible, we should use the Standard Error of Measurement (SEm), not the Standard Error or Estimation (SEe)

A

FALSE

Although both give similar results at high levels of reliability, as you move towards lower reliability the SEe is more accurate

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15
Q

What is the equation for calculating the predicted true score (PTS)

A

PTS = (Rxx * Observed score) + (Scale mean * (1 - Rxx))

Note: the scale mean should come from the best matching population

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16
Q

What is the equation for calculating 95% confidence intervals

A

PTS +/- 1.96 * SEe

17
Q

TRUE or FALSE

Measurement error always attenuates the correlation coefficient between two measured constructs

A

TRUE

18
Q

What is the equation for calculating standard error of MEASUREMENT?

A

SEm = sigma * SQRT of (1-Rxx)

Where sigma = the SD of scores on the test

19
Q

What is the equation for calculating standard error of ERROR?

A

SEe = sigma * (SQRT of Rxx * (1-Rxx))

Where sigma = the SD of scores on the test