Basics Flashcards

1
Q

Define:

Independant Variable

A

The variable(s) that are manipulated

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2
Q

Define:

Dependant Variable

A

The measured outcome

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3
Q

Define:

Population & Sample

A

Population: The complete group we want to generalise results for
Sample: Subsection of population that’re are being tested

Data from samples can be used to make inferneces about the population

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4
Q

3 types of experimental design

Experimental design = the way ppts are allocated to groups

A
  • Between Participants
  • Within Participants
  • Matched pairs
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5
Q

Define:

Between groups

AKA independant measures design

A

When different participants are used for each condition

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6
Q

define:

Within ppts

A

Every participant takes part in every condition

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7
Q

Define:

Matched pairs

A

different ppts take part in each condition, but they’re are matched for demographics such as age and gender

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8
Q

Advantages of:

Between Participants

A

Reduces order effects

order effects = effects that happen as a results of ppts repeating task, practice effects or fatigue effect

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9
Q

Disadvantages:

Between Ppts

A

Participant variables could effect results

i.e. if all older participants were randomly allocated to one group

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10
Q

Advantages:

Between ppts

A

Reduces risks of ppts varibles effecting results

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11
Q

How do you

combat order effects

A

Counterbalance

Alternating or changing the order each ppt completes each condition

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12
Q

Advantages

Matched pairs

A

Reduces ppt variables as ppts are matched for demographics

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13
Q

Disadvantages

Matched Pairs

A
  • More time consuming
  • Loose 2 sets of data if 1 ppt drops out
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14
Q

define:

Descriptive statistics

A

Stats used to organise and summerise a set of data

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15
Q

Name 3

What are measures of centeral tendancy

A

Mean, median & mode

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16
Q

Name 4

Measures of dispersal

A
  • Range
  • Standard Diviation
  • Standard Error
  • Confidence intervals
17
Q

Define:

Catagorical Data

A

Data that has no numeric value i.e. male or female

(use mode as measure of central tendancy)

18
Q

Define:

Ordinal data

A

presented in ranked order i.e place in a race

Differnces between scores are not consitent

19
Q

Define:

p-value

A

weather it was statistically signnficant

usually under 0.05

20
Q

what is type 1 error

A

sayig someting is significant when there is no effect

21
Q

how do we combat type 1 errors

A

replication of study

22
Q

Define:

Normal distribution

A

Scores are distrubuted symetrically either side of the mean

(Produces bell curve)

23
Q

Define:

Skewness

A

Measure of distrbution where if skewness = 0 then data is normally distributed