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What are the 3 experimental designs
Individual Groups
Repeated Measures
Matched Pairs
Explain the independent groups design and its strengths and limitations
different participants in each condition
Strengths: low/none order effects and demand characteristics
Limitations: individual differences between participants
Can control with random allocation to conditions
Explain the repeated measures design and its strengths and limitations
participants take part in all conditions
Strengths: no individual differences, more economical
Limitations: order effects
Can control with counterbalancing or randomisation
Explain the matched pairs design and its strengths and limitations
participants are matched with someone similar in other condition(s) on an individual difference e.g. IQ
Strengths: Less/none order effects, demand characteristics, individual differences
Limitations: not economical
What are individual differences
Participants differ in many ways
Which may interfere with effect of the IV on DV
What are order effects
Events in experiments occur in an order
So earlier events may affect later events
E.g. fatigue or practice
Explain how a researcher would implement random allocation in an independent groups design
each participant in the sample could be given a number
Numbers are put in a hat / computer program
First 50 numbers drawn from hat / program..
would be allocated to one of the groups
Explain how a researcher would implement counterbalancing in a repeated measures design and how it controls order effects
the sample would be randomly allocated by hat / computer program
To take part in conditions one of two orders - A B or B A
Order effects occur in both condition directions but cancel each other out
Explain how a researcher would implement randomisation in a repeated measures design and how it controls order effects
Mix items together in a single sequence
Instead of participants take part in one condition in its entirety then the other
Participants switch between conditions continuously
Order effects still occur in both directions but they cancel each other out
Why is randomisation rarely used
its rare for conditions to be divisible
Conditions usually consist of one big thing that happens
Explain how a researcher would implement a matched pairs design
order participants on a specified variable e.g. age
Pair each participant with their closest counterpart
Randomly allocation from within pairs to conditions