Linear Correlation and Regression Flashcards

1
Q

_______________________ (PCC)

A

Pearson Correlation Coefficient

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2
Q

Correlation
•shows the __________ between two variables
•the _______ of ________ between the two variables
• The two variables should be _______

A

Co-relationship

Strength of relationship

numeric

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3
Q

Linear Correlation and Regression
• Linear mean __________
• For ___________ it does not really matter which of the variable is independent or dependent
• For ___________ it matters, there will be an independent variable and a dependent variable

A

straight line

correlation

Regression

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4
Q

On a straight line, the perfect linear relationship, has the highest value of correlation coefficient which is equal to ________

A

1

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5
Q

Linear Correlation and Regression
• In real life, we have the perfect linear relationship

T/F

A

F

• In real life, we don’t have perfect linear relationship

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6
Q

Linear Correlation and Regression

• Lowest value of correlation coefficient is ________
• The value -0.7 and 0.7 are of same strength but __________

A

zero

in different direction

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7
Q

In positive Correlation, The variables ________________ (as one variable is ________ ,the other variable is _________

A

move in the same direction

increasing

also increasing.

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8
Q

In Negative Correlation , The variables are in _________ direction

A

opposite

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9
Q

Small letter r= _____________ coefficient
• rho = ____________ coefficient

A

sample correlation

population correlation

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10
Q

Regression Coefficient

• Predict one variable from ___________________________

A

the knowledge of another biological measurement

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11
Q

Regression Coefficient

• Dependent variable: The variable you __________ (The _________ variable)

• Independent e.g. _____

A

want to predict; Outcome

Age

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12
Q

Regression Coefficient
• Regression coefficient = _____
• It is telling us the amount of ___________ per unit _______

A

b

change in y ; change in x

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13
Q

Linear equation of a straight line

y =_________

A

a+bx

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14
Q

Y= a + bx

• a= _______ ( Value of ___ when ________ )
• b= _____ (___________ )

A

intercept; y; x =0

slope

regression coefficient

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15
Q

Columns needed in calculating linear correlation and regression?

A

x- x

(x- x)^2

(y-y)

(y-y)^2

(x- x)(y-y)

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16
Q

Both regression and correlation coefficient have the same __________

A

numerator

17
Q

Numerator of both correlation and regression is ???

A

Σ (x- x) (y-y)

18
Q

Denominator for r (__________ coefficient ) is ??

A

correlation

= √( Σ(x- x)^2 (Σ (Y-Y)^2)

19
Q

Denominator for b (__________ coefficient ) is ?

A

Regression

Σ(x- x)^2

20
Q

r is generally considered strong when r value is > _____

A

0.7

21
Q

A simple guide to interpreting r
• ____-_____ =Poor
• ____-_____ =weak
• ____-_____ = Moderate
• ____-_____ = strong.

NB: r larger than ______ is generally considered strong.

A

• 0- 0.25 =Poor
• 0.26-0.50 =weak
• 0.51 - 0.75 = Moderate
• 0.76 – 1.0 = strong.

strong.