Chapter 3 Flashcards

1
Q

What makes something an independent variable markscheme

A

X is independent because it’s NOT SUBJECT TO RANDOM VARIATION

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2
Q

Why is something an outlier

A

Does not appear to fit the trend , where all the points appear to be on this trend except this point, thus outlier

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3
Q

Difference between corraltion and association

A

Correlation is LINEAR ASSOCIATION, association describes the trend between two variables but it could be exponential etc

Thurs stronger correlation means stronger close to a LINEAR trend

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4
Q

Difference between random and non random variable which are both independent

A

Random is something like rainfall which you can’t control non random is like amount of fertiliser

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5
Q

The point of using a scatter graph? When we have PMCC

A

Allows you to confirm the trend
- removes outliers
- allows you to see if the data fits a BIVARIATE NORMAL, which allows you to use data , here if data is roughly elliptical it came from a BIVARIATE normal which allows us to do PMCC hyptjbridd

Also tells us trned which allows us to see what to do, linear then PMCC else quadratic might have to do rank

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6
Q

Remember scatte graph what’s the point

A

We use to see if data is roughly elitpvi which suggests it came from a BIVARIATE normal and hence we can use data in PMCC

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7
Q

Remember r look out for wacky scatter diagrams

A

1) two islands
- for example when you have two variables that both increase with a THIRD VARIABLE, then they kinda appear correlated , but by each island no correlation so can’t use
- IQ and height , bith infrease with age pretty much, DOESNT MEAN IQ LINKS WITH HEIGHT

2) if the scatter is influenced by a few outliers
- remove outliers if still ELIPTICAL calm, else no

2)

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8
Q

What does r give you

A

The scale of correlation
Closer to +-1 means strong negative positive correlation

Closer to 0 means NO CORRELATION at all

1 and -1 is PERFECT CORRELATION

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9
Q

What does data coming from BIVARIATE normal mean

A

Two sets of data
Which are both NORMALLY DISTRIBUTED
When plotted as scatter , thus show a roughly eliptical shape

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