• 1.2 I can identify increasing, decreasing, and the average rate of change of a given or table of values. 1.2 I can find a linear regression line and use it to predict values. 1.3 I can graph absolute value equations, identifying transformations. 1.4 I can identify min, max, vertex, end behavior, and compare absolute value graphs and tables. •unit 1: fluencies and the language of algebraunit 2: solving linear equations unit 3: introduction to functions unit 4: interpreting and comparing linear functions unit 5: systems of linear equations unit 6: exponents and scientific notation unit 7: parallel lines, transversals, and trianglesunit 8: congruence and similarity through transformations •Gina Wilson 2014 Answer Key Unit 7 Polygons And Quadrilaterals

    These are vertical transformations or translations, and affect the \(y\) part of the function. When transformations are made on the inside of the \(f(x)\) part, you move the function back and forth (but do the “opposite” math – since if you were to isolate the x, you’d move everything to the other side).

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Jun 28, 2016 - Transformations (Geometry Curriculum - Unit 9) This bundle contains notes, homework assignments, a study guide and a unit test that cover the following topics: Reflections: In the x-axis, y-axis, y = x, y = -x, and vertical and horizontal lines. Translations Rotations: 90, 180, and 270 counterclockwise rotations about the origin.

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Oct 25, 2015 - Transformations Scavenger Hunt {Reflections, Translations, Rotations, Dilations}:This scavenger hunt activity consists of 15 problems in which students will practice graphing transformations, including reflections, translations, rotations, and dilations. Simply print the 15 problems and scatter aro...

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