Sequences of transformations gina wilson

• How does Lesson 3 work with sequence of transformations?

  LESSON 3 Work with Sequences of Transformations and Congruence54 Use with Session 3Connect It Students may perform the transformations in the coordinate plane, drawing the image after each transformation, or they may make a table showing the original coordinates and the coordinates after each transformation.

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• Can a sequence of transformations produce the same graph?

  This same potential problem is present when working with a sequence of transformations on functions. For example, given the function of y = x2, a vertical stretch of 3 followed by a vertical shift of 2 will not produce the same graph as a vertical shift of 2 followed by a vertical stretch of 3.

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• Is the final image of a sequence of rigid transformations congruent to the original?

  OL K J H 54 D0(2, 5), E0(2,0), F0(6, 4) Yes; Possible answer: The final image of a sequence of rigid transformations is congruent to the original figure. H-(1, 4), J-(4, 2), K-(4, 0), L-(1, 0); Each vertex of the final image is the same as the corresponding vertex of the original figure.

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• How to assign practice describing sequences of rigid transformations?

  Assign Practice Describing Sequences of Rigid Transformationsas extra practice in class or as homework. a. Basic b. Students may notice that any correct sequence must involve a rotation or two reflections in order to match the orientations of the figures.

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• [PDF File]Scavenger Hunt A

  https://info.5y1.org/sequences-of-transformations-gina-wilson_1_e4c645.html

  © Gina Wilson (All Things Algebra®, LLLC), 2014-2018 (8, -6) Scavenger Hunt A Graph triangle ABC with A(-7, 1), B(-5, 6), C(-1, 3), and its image after a reflection ...

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• [PDF File]Unit 9 - Transformations (NEW- Updated August 2018)

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  Title: Unit 9 - Transformations (NEW- Updated August 2018) Author: Gina Wilson Created Date: 5/27/2020 1:45:04 PM

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• [PDF File]Algebra 2 Curriculum Outline - All Things Algebra

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  Introduction to Sequences, Series, & Summation Notation Arithmetic Sequences Arithmetic Series Geometric Sequences Geometric Series (Finite and Infinite) Finding the Sum of a Convergent Infinite Series Arithmetic vs. Geometric (with Applications) Unit 11: Probability & Statistics Unit 12: Trigonometry

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• [PDF File]All Things Algebra GEOMETRY CURRICULUM

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  • Sequences of Transformations • Symmetry (Line, Point, Rotational) • Vocabulary • Intro to Circles • Area & Circumference • Central Angles & Arc Measures • Arc Length • Chords & Arcs • Inscribed Angles • Tangents • Angles formed by Chords, Secants, & Tangents • Segment Lengths formed by Chords, Secants, & Tangents

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• [PDF File]All Things Algebra PRE-CALCULUS CURRICULUM

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  Unit 11: Sequences, Series, & Induction Unit 12: Introduction to Calculus • Sequences (Recursive & Explicit) • Series & Partial Sums • Summation Notation • Arithmetic Sequences • Arithmetic Series • Geometric Sequences • Geometric Series • Infinite Geometric Series • Mathematical Induction • The Binomial Theorem/Pascal’s ...

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• [PDF File]O Gina Wilson (All Things Algebrae, LLC), 20) 5-2018 - GEOMETRY

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  1. Rhombus ABCD with vertices A(2. C(5, 3), and DO, 2): 1800 6)' 7), 2. Trapezoid STUVwith vertices S(-7, -l T(-2, -3), U(-2, -5), and V(-7. -7): 900 counterclockwise Name: Date: Unit 9: Transformations Homework 3: Rotations (about the origin) This is a 2-page document!

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