Lecture 3 - Measurement error and uncertainty Flashcards
TRUE or FLASE
Measurement error is basically synonymous with reliability.
TRUE
TRUE or FLASE
Measurement error refers to the systematic fluctuations in test scores that follow a Gaussian distribution
FALSE
It’s about RANDOM fluctuations, which means they would “average out” over the long term if you could take enough measurements
What is the most optimal form of reliability coefficient?
Test-retest coefficients
TRUE or FALSE
Cronbach’s alpha is a single administration reliability coefficient
TRUE
Which is one reason it is not favoured, relative to test-retest coefficients
TRUE or FALSE
Most statistical methods assume a level of measurement error
FALSE
Most assume zero measurement error
What TWO factors does the predicted true score consider to improve the accuracy of the observed score?
- the measurement error of the instrument
- the scale mean (of a relevant population)
What are the two forms of measurement error we covered this week?
- Standard error of measurement (SEm)
- Standard error of estimation (SEe)
Name three sources of measurement error
Here are 5:
- Test/item construction
- Test taker variables
- Examiner-related variables
- Testing environment
- Scoring/interpretation
What is the equation at the heart of Classical Test Theory?
X = T + E
Where X = the observed score, T = the true score, and E = error
TRUE or FALSE
Cronbach’s alpha is an example of a internal consistency measure
TRUE
What is the Spearman-Brown formulation used for in the context of reliability?
For estimating the reliability change that occurs when changing the number of items within a measurement tool
Does Cronbach’s alpha measure internal consistency?
Yes (I think)
But I’m not really sure what this is about
What is the best alternative to Cronbach’s alpha?
The greatest lower bound (glb)
TRUE or FALSE
Where possible, we should use the Standard Error of Measurement (SEm), not the Standard Error or Estimation (SEe)
FALSE
Although both give similar results at high levels of reliability, as you move towards lower reliability the SEe is more accurate
What is the equation for calculating the predicted true score (PTS)
PTS = (Rxx * Observed score) + (Scale mean * (1 - Rxx))
Note: the scale mean should come from the best matching population