Week 4. Statistical models 1 (correlations and t-tests) Flashcards

1
Q

What is parametric data?

A

Normal Data

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2
Q

Non-parametric data =

A

not normal or non-normal data

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3
Q

we will really only assess the normality of ————- data

A

continuous

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4
Q

What is normal?

A

Bell curve - normal distribution
Not too skewed
Not too kurtotic
No outliers

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5
Q

Normality is

A

an assumption of some statistical models, mathematically

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6
Q

if data is parametric we need to run ——— ——-

A

parametric tests

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7
Q

parametric tests are more ———

A

powerful

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8
Q

testing for outliers is done by running a ——- ——– test

A

box plot

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9
Q

an alternative test istrasfering data to zscroes and using data within —– ——- ——- ——- ——- ——–

A

3 standard deviations from the mean

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10
Q

A higher degree of freedom (df)

A

more statistical power

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11
Q

on a box plot the box indicates

A

the interquartile range

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12
Q

on a box plot the horizontal like in the middle of the box represents the

A

median (middle score)

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13
Q

The interquartile range is the

A

25-75th percentile

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14
Q

the whisker coming out of the top an the bottom of the box indicates the

A

scores within the acceptable zone

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15
Q

the dots are the

A

outliers

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16
Q

an alternative to a box plot is

A

to find scores outside the 3 standard deviations

17
Q

The Shapiro Wilks test taskes into account

A

Skew and Kutosis

18
Q

A W value in a shapiro Wilks test indicates

A

the data is completely normal

19
Q

the p-value (of the W values) indicates the data is noraml is it is >.05

A

the data is normal

19
Q
A
20
Q
A