Topic 4 Flashcards
How do scientists decide what to measure?
- Based off of other experiments
- Modifying common,y used measures
- Refining the constructs of interests (operational definitions)
Define habituation
A gradual decrease in responding to repeated stimuli
Infants will look at new stimuli over old stimuli
Define reliability
Results are repeatable when behaviours are remeasured
Minimal measurement error
Define validity
If the measurement measures what it is supposed to, it is valid.
Also determines if the experiment was properly conducted and if the hypothesis has been tested
Levels of validity
- Content validity - content on a test is related to the construct being measured
- Face validity - if the measure seems valid to participants
- Criterion validity - if the measure can accurately predict future behaviour or is meaningfully related to some other behaviour
- Construct validity - whether a test adequately measures a construct
- convergent/discriminant validity measures how related results are to other experiments measuring the same construct
____ assumes _____ but ____ does not mean an experiment is ______
Validity, reliability, reliability, validity
Scales of measurement
- Nominal scales - studies that assign people to categories and count the amount of people in each group
- Ordinal scale - sets of rankings to show the relative standing of objects/individuals
- Interval scales - 0 does not mean nothing
- Ratio scale - 0 is the absence of the concept being measured
Define population
All members of a group
Define sample
A subset of the population group
Descriptive statistics
- summary of the data collected from the sample of participants
- mean: average of all data
- median: score in the middle of a set
- mode: score that occurs the most frequently
- range: difference between highest and lowest score
- standard deviation: an estimate of the average and how much the same scores deviate from the mean
- variance: number in standard deviation before taking the square root
How to calculate standard deviation
- Calculate the mean
- Subtract the mean from each score
- Square each value
- Divide the sum of squared values by the sample size - 1
- Take the square root
Inferential statistics
- draw to conclusions about data that can be applied to wider populations
Null hypothesis
Assuming there is no difference in performance between conditions being tested
Fail to reject - any difference in means is likely due to chance
Reject - a cause and effect relationship is noticed and results can be generalized
Alternative hypothesis
The outcome you are hoping to find in an experiment
Type 1 vs Type. 2 error
Type 1
- reject null when it is true
- support alternative when it is false
- thinking there is a significant relation when there is none
Type 2
- fail to reject null
- fail to support alternative
- you don’t find a significant relation even though there is one