What is an independent groups design?
Ppts take part in one condition only. Each condition has a different group of ppts. (AO1)
How is independent groups conducted?
Recruit a group of ppts → split into equal groups → each group allocated to one condition. (AO1)
Strength of independent groups (order effects)?
No order effects as ppts only do one condition (no boredom, fatigue, practice). (AO3)
Strength of independent groups (when useful)?
Can be used when repeated measures isn’t suitable, e.g. comparing genders in quasi experiments. (AO3)
Limitation of independent groups (individual differences)?
Differences between groups may affect DV (e.g. memory ability) → ↓ internal validity. (AO3)
Control for independent groups problem?
Use random allocation so ppts have equal chance of being in any condition → reduces group differences. (Control)
What is a repeated measures design?
All ppts take part in all conditions. (AO1)
How is repeated measures conducted?
Ppts complete one condition → after time gap, complete the other condition → tasks matched for difficulty. (AO1)
Strength of repeated measures (individual differences)?
Removes individual differences as same ppts used in all conditions → ↑ internal validity. (AO3)
Strength of repeated measures (sample size)?
Fewer ppts needed as same group used in all conditions. (AO3)
Limitation of repeated measures (order effects)?
Order effects may occur (boredom, fatigue, practice, lasting effects) → ↓ internal validity. (AO3)
Limitation of repeated measures (demand characteristics)?
Ppts may guess aim as they do all conditions → may change behaviour → ↓ internal validity. (AO3)
Control for repeated measures problem?
Use counterbalancing (ABBA method): half do A→B, half do B→A → balances order effects. (Control)
What is a matched pairs design?
Ppts are matched on important variables (e.g. IQ, age), then one from each pair is allocated to each condition. (AO1)
How is matched pairs conducted?
Choose variable → pre-test ppts → match pairs → randomly allocate each to one condition. (AO1)
Strength of matched pairs (individual differences)?
Matching reduces effect of individual differences → changes in DV more likely due to IV. (AO3)
Strength of matched pairs (order effects)?
No order effects as ppts only do one condition. (AO3)
Limitation of matched pairs (time consuming)?
Matching ppts is very time consuming, especially with pre-tests. (AO3)
Limitation of matched pairs (still differences)?
Can’t match on every variable → individual differences still possible → ↓ validity. (AO3)
Limitation of matched pairs (large sample)?
Needs a large pool of ppts to find suitable matches. (AO3)