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Comparing slopes - PowerPoint PPT Presentation

Regression Part II

One-factor ANOVA Another dummy variable coding scheme Contrasts Multiple comparisons Interactions. Regression Part II. One -factor Analysis of variance. Categorical Explanatory variable Quantitative Response variable p categories (groups) H 0 : All population means equal

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The derivatives of f and f -1

The derivatives of f and f -1. How are they related?. (4,6). Recall that if we have a one-to-one function f , we get f -1 from f , we switch every x and y coordinate. f -1. (2,3). (6,4). f. (3,2). (-1,-1). Inverses of Linear functions.

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Lesson 2-2-3

Lesson 2-2-3. -Determine if lines are parallel, perpendicular, or neither. Parallel/Perpendicular. Comparing slopes of lines can help determine if two lines are parallel, perpendicular , or neither . Two lines are parallel if they have the same slopes (and different y-intercepts)

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179 views • 8 slides

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Comparing slopes - PowerPoint PPT Presentation

Regression Part II

The derivatives of f and f -1

Lesson 2-2-3