Analysing Attitudes WK 5 - Quantitative Thinking

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What is the mean?
The sum of the values divided by the number of values
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Mean(X) = Sum(X) / N -Is this the correct formula for the mean?
Yes
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What are the main disadvantages of using the mode?
Can be misleading & not useful with continuous data
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What is a fundamental error in statistics?
Only focusing on central measures & ignoring variance
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What is the definition of variance?
Mean of the squared distribution around the mean
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Var(X) = Sum((X - Mean(X))^2) / N - is this the correct formula for variance?
Yes
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What is the standard deviation?
Square root of the variance
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What is co-variance?
Measure of how much two random variables vary together
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What is a correlation?
Relationship between two variables
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What is a positive correlation?
When both variables move in the same direction e.g. - as one variable increases, so does the other one (vice versa)
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What is a negative correlation?
Both variables have an inverse relationship e.g - as one variable increases, the other decreases (vice versa)
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Why is using statistics important?
All three
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A positive correlation means that if a person scores above average in one variable, they will score above average in the other. On a scatterplot, how will this data be visualised?
Data running from bottom-left to the top-right
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A negative correlation means that if one-person scores above average on one variable, they will score below average on another. On a scatter-plot, how will this data be visualised?
Dots (data) running from top‑left to the bottom‑right
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On a scatter-plot, which variable is on the x-axis (horizontally)?
Independent variable
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On a scatter-plot, which variable is on the y-axis (vertically)?
Dependent variable
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Other cards in this set

Card 2

Front

Mean(X) = Sum(X) / N -Is this the correct formula for the mean?

Back

Yes

Card 3

Front

What are the main disadvantages of using the mode?

Back

Preview of the front of card 3

Card 4

Front

What is a fundamental error in statistics?

Back

Preview of the front of card 4

Card 5

Front

What is the definition of variance?

Back

Preview of the front of card 5
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