Week 1 Flashcards

1
Q

What are some ways to control for extraneous (secondary) variables? (5)

A
  1. elimination
  2. constancy
  3. making it into a IV
  4. randomisation
  5. statistical adjustment
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2
Q

What are some sources of invalidity in experiments?

A
  • proactive history
  • retroactive history
  • repeated testing
  • statistical regression (often happens if sample uses extreme scores)
  • maturation
  • loss of subjects
  • interaction effects
  • error in measurement of the DVs
  • experimenter bias
  • error from statistical inference
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3
Q

What is proactive history?

A

subject variables: try to minimise through elimination, constancy or random allocation

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4
Q

What is retroactive history?

A

something that happens to people during the experiment

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5
Q

What is statistical regression?

A

Because of test unreliability, extreme scores will move closer to the mean if you re-test them.

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6
Q

How can we account for statistical regression?

A

Control groups can help surmount this.

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7
Q

What can help with maturation?

A

control groups

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8
Q

Why is taking into consideration why people are dropping out in experiments important?

A

If it is from the IV (for example, horrific side effects from the medication, or their memory has amazingly improved), then there will be a big bias in the outcome of you experiment.

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9
Q

If drop out is NOT due to the IV, then we can ______

A

fix this statistically.

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10
Q

Why are dependent measures important to take into account when generalising results?

A

Because you have used a valid operationalisation? Is there more than one way to measure?

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11
Q

Will an independant samples between subjects t test and an ANOVA give you the same results?

A

yes

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12
Q

If an independent samples between subjects t-test and an ANOVA give you the same results, why would we ever use ANOVA?

A

Because t-tests can only be used to compare two means

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13
Q

Rather than simply reporting the results of the ANOVA (group X performed significantly greater than group Y), what must also report if there is a significant interaction?

A

The direction of the effect.

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