Week 3 Flashcards
What are the four major levels of measurement?
Nominal; ordinal; interval; ratio
What are the two main indicators of the quality of measurement?
Reliability and validity
Define ‘level of measurement’
Level of measurement describes the relationship between numerical values on a measure.
Describe nominal level of measurement:
Measuring a variable by assigning a number arbitrarily in order to name it numerically so that is might be distringuished from other objects
Explain ordinal level or measurement
Measuring a variable using ranking
Explain interval level of measurement
Measuring a variable on a scale where the distance between numbers is interpretable
Explain ration level of measurement
Measuring a variable on a scale where the distance between numbers is interpretable and there is an absolute zero value
Why is level of measurement important?
- It helps you decide how to interpret the data from the variable
- It helps you decide what statistical analysis is appropriate on the values that were assigned.
There are two criteria for evaluating the quality of measurement. Name both and explain them.
Reliability: the consistency of measurement
Validity: The accuracy with which a theoretical construct is translated into an actual measure.
How can you infer the degree of reliability?
Does the observation provide the same results each time?
Explain true score theory:
True score theory maintains that every observable score is the sum of two components: the true ability of the respondent on that measure; and random error
What’s a ‘true score’?
Essentially the score that a person would have received if the score were pretty accurate
Why is true score theory important?
- It is a simple yet powerful model for measurement
- It is the foundation of reliability theory
- It can be used in computer simulations as the basis for generating observed scored with certain known properties.
What if some errors are not random, but systematic.
One way to deal with this is to revise the simple true score model by dividing the error component into two subcomponents, random error and systematic error
What is ‘random error’?
Random error is a component or part of the value of a measure that varies entirely by chance.