STAT 210 Chapter Notes - Chapter 5: Total Variation, Linear Regression, The Intercept

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23 Mar 2018
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Use the independent/explanatory variable x to predict the dependent/response variable y. Must describe direction, form, and strength when describing the relationship between the two variables. Regression line: the equation of the line that best models (explains) the relationship between x. The intercept is the predicted value of y when x=0. If x is 0, the predicted y is the intercept value. At age = 4, we predict weight = 6+10(4)=46 pounds. The slope is the amount that the y changes (increases or decreases) when x is increased by one unit. Prediction: we can predict the value for y for any value of x simply by substituting the value of. The regression line describes the linear relationship between x and y only for the range of data that we have. Extrapolation: predicting outside the range of the original x data, should generally be avoided. Residual: the difference between an observed dependent variable (y) value and a predicted dependent variable value.

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