Topic 4 Flashcards

1
Q

How do scientists decide what to measure?

A
  1. Based off of other experiments
  2. Modifying common,y used measures
  3. Refining the constructs of interests (operational definitions)
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2
Q

Define habituation

A

A gradual decrease in responding to repeated stimuli

Infants will look at new stimuli over old stimuli

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3
Q

Define reliability

A

Results are repeatable when behaviours are remeasured

Minimal measurement error

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4
Q

Define validity

A

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

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5
Q

Levels of validity

A
  1. Content validity - content on a test is related to the construct being measured
  2. Face validity - if the measure seems valid to participants
  3. Criterion validity - if the measure can accurately predict future behaviour or is meaningfully related to some other behaviour
  4. Construct validity - whether a test adequately measures a construct
    - convergent/discriminant validity measures how related results are to other experiments measuring the same construct
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6
Q

____ assumes _____ but ____ does not mean an experiment is ______

A

Validity, reliability, reliability, validity

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7
Q

Scales of measurement

A
  1. Nominal scales - studies that assign people to categories and count the amount of people in each group
  2. Ordinal scale - sets of rankings to show the relative standing of objects/individuals
  3. Interval scales - 0 does not mean nothing
  4. Ratio scale - 0 is the absence of the concept being measured
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8
Q

Define population

A

All members of a group

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9
Q

Define sample

A

A subset of the population group

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10
Q

Descriptive statistics

A
  • 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
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11
Q

How to calculate standard deviation

A
  1. Calculate the mean
  2. Subtract the mean from each score
  3. Square each value
  4. Divide the sum of squared values by the sample size - 1
  5. Take the square root
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12
Q

Inferential statistics

A
  • draw to conclusions about data that can be applied to wider populations
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13
Q

Null hypothesis

A

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

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14
Q

Alternative hypothesis

A

The outcome you are hoping to find in an experiment

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15
Q

Type 1 vs Type. 2 error

A

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

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16
Q

Systematic variance

A

The result of an identifiable factor being inadequately controlled

17
Q

Error variance

A

Individual differences within and between groups and any random unpredictable effects that may have occurred during the study

18
Q

Inferential statistic formula

A

Variability between conditions (systematic and error)/ variability within condition (error)

19
Q

Interpreting failures to reject null hypothesis

A
  • done with caution as it is easy to miss 1 difference
  • repeat experiment to prove no differences in groups
  • no significant findings are not published (file drawer effect)
20
Q

Effect size

A

Provides an estimate of the magnitude of differences among sets of scores while accounting for the variability in scores
- allows researchers to combine results from diverse experiments with different operational definitions of the same construct

21
Q

Confidence interval

A

An inferential statistic that allows researchers to draw conclusions of the whole population based on sample data
-range of value including a population value with a certain degree of confidence
- no overlap = significant difference

22
Q

Power

A

The chance of being able to reject a null hypothesis
- as power increases, type 2 errors decrease
- affected by alpha level, effect size, and sample size