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Correlation and Regression, Simple relationship, Multiple relationship, Scatter plot, Algebra notation, Statistics notation, Correlation coefficient, Critical value for Scatterplot are learning points available in this lecture notes.
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Confidence intervals √ Hypothesis testing √ Correlation & Regression Q: Given data of two separate variables how can we determine if a relationship exists? Correlation is a statistical method used to determine whether a relationship between variables exists. Regression is a statistical method used to describe the relationship. Simple VS Multiple relationships:
Correlation : Linear Relationships Algebra notation Statistics notation y = mx + b y/^ = a + bx How linear is a relationship... .linear-ness? We call this “linear-ness” the correlation coefficient. o Population: ρ o Sample: r The correlation coefficient measures both strength and direction of linear relationships A value of r = 0 represents no linear relationship. Strong positive relationships approach r = 1 and strong negative relationships approach r = – 1. Scatter plots may show relationships that are non-linear.
The line of best fit minimizes the average of the squares of distances from the line to each point (again we use squares to compensate for + and – values). Getting the line of best fit ( regression line ): Formula: y/^ = a + b x a =
2 b =
2 OR STAT CALC LinReg (a + bx) ENTER ENTER