Week 3 Flashcards

1
Q

Vaccine example for populations and samples

A

Population - people in the world
The sample design creates a sample: participants for vaccine test
Test the sampled people to generate vaccine efficacy for participants
Then inference causes vaccine efficacy for people in the entire world

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2
Q

What is a sample

A

A subset of a given population

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3
Q

What defines good samples

A

Careful considerations on sub-categories to make sure that sample reliably represents the population (age, gender, socio-economic background)

Once samples are determined, it should not be modified for the sake of deriving a better conclusion – called cherry picking

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4
Q

What happened in the astraveneca/oxford vaccine sample design

A

Found that the study only included 5.67% of participants over 65

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5
Q

Variables

A

Set of related events that can take on more than one value

In research, it is something that can be changed such as a characteristic or value e.g. weight, exam mark, hometown

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6
Q

Statistical inference

A

figuring out how well a property of one variable can be predicted (inferred) by that of another variable

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7
Q

Dependent variable

A

Is the outcome, or something you are testing, relies on other variables

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8
Q

Independent variable

A

The predictors
Isnt changed by the other variables you are trying to measure

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9
Q

Control variable

A

variables that are kept constant to prevent them influencing the effect of IV or DV

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10
Q

Control variables included in a study about how drinking coffee effects sleep quality

A

time that coffee was drunk, amount of coffee drunk, other activities during evening

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11
Q

Nominal data

A

Nominal (categorical) - cannot be ordered or counted e.g. country, gender

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12
Q

Ordinal data

A

Ordinal – can be ordered, but cannot be added or substracted e.g. spicy level, education level

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13
Q

Interval data

A

Interval – can be ordered, and their difference can be measured, but you cannot compute a ratio between two values (no meaningful zero exits) e.g. year (you can ratio between year born and current year)

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14
Q

Ratio data

A

Ratio – interval + can take ratio between two e.g. distance, height (you are 10% taller than me), annual income

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15
Q

Nominal and ordinal variables are….

A

qualitative

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16
Q

Interval and ratio variables are…..

A

quantitative

17
Q

In jamovi, Nominal and ordinal are named as…

A

categorical

18
Q

In jamovi, Interval and ratio variables are group into…

A

continuous