Association, Correlation, and Linear Regression Flashcards

1
Q

Scatter plot

  • Variable x variable
  • Both _
A

Quantitative

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2
Q

Association

    • (as x increases y increases) or – (as x increases y decreases)
  • _
    • Linear
    • Straight
    • Curved
  • _
    • Strong
    • Moderate
    • Weak
  • Interesting outliers
A

Form, trend

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3
Q

_ _

  • Independent
  • X axis
A

Explanatory variable

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4
Q

_ _

  • Dependent
  • Y axis
A

Response variable

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5
Q

Correlation

  • Correlation coefficient (r) [-1,1]
    • (_ slope)
  • – (_ slope)
  • 0
A

Positive, negative

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6
Q

Coefficient of determination (r^2) [0,1]

A

% of the variance in y can be explained by the linear regression of y and x

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7
Q

Prediction capability

A

Strong
Weak
Moderate

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8
Q

Slope

A

rSy/Sx

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9
Q
  • Line of best fit
  • Least residual
  • Best predictor
  • Stat, calc, linear regression
  • Carrot over predicted in model
A

Least squares regression line

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10
Q

Linear

  • Scatter plot looks _
  • _ pattern in residual plot
  • Lresid x Ln
A

Linear, no

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11
Q

Make linear

  • Try pairs
  • Translate
  • If x is time then try _
  • If both not time then try _
  • Check residual plot for no pattern
  • Make sure to put revisions in place of y and x when describing the context of r^2
A

Log(y), log(x) log(y)

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12
Q

Data outside of range

A

Extrapolation

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13
Q

X value far from average x

A

High leverage

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14
Q

Omitting it would give a different model

A

Influential/outlier

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15
Q

Alternative variable

A

Lurking variable

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16
Q

Regression is not how y changes when x changes it’s just a model so you can’t say that they are _.

A

Related

17
Q

Residual

A

Actual-predicted

18
Q

Do not round just put a and b in calculations.

A

Tip

19
Q

Pay attention to a negative slop.

A

Tip

20
Q

Make sure if log(y) then you do _.

A

10^(mx+b)