experimental designs Flashcards

1
Q

definition of experimental design

A

the different ways in which pps can be organised in relation to the experimental conditions

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2
Q

random allocation

A

an attempt to control for pp variables in an independent groups design which ensures that each pp has the same chance of being in one condition as any other

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3
Q

counterbalancing

A

an attempt to control for the effects of order in a repeated measures design: half the pps experience the conditions in one order, the other half in the opposite order

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4
Q

independent groups

A

when 2 separate groups of pps experience two different conditions of the experiment
performance of the two groups would then be compared

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5
Q

strength of independent groups

A

order effects are not a problem

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6
Q

limitations of independent groups

A

pps who occupy the different groups are not the same in terms of pp variables, random allocation

less economical bc each pp contributes to only a single result, meaning more pps are needed

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7
Q

repeated measures

A

all pps experience both conditions of the experiment

the two results from both conditions would be compared to see if there was a difference

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8
Q

strength of repeated measures

A

pp variables are controllled (higher validity)
fewer pps are needed (more economical)

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9
Q

limitations of repeated measures

A

each pp has to do at least 2 tasks and the order of the tasks may be significant, counterbalancing

order effects and demand characteristics may also arise

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10
Q

matched pairs

A

pps are paired together on a variable relevant to the experiment
one member of the pair is assigned to condition A and the other to condition

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11
Q

strength of matched pairs

A

pps only take part in one part of the condition so order effects and demand characteristics are less likely

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12
Q

limitations of matched pairs

A

matching may be time-consuming anf expensive, particularly if a pre-test is required

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