Name: 1) Which of the following properties of an object are not preserved under a rotation? A) orientation B) none of these C) shape D) size
|
|
- Kathlyn Marshall
- 5 years ago
- Views:
Transcription
1 Name: 1) Which of the following properties of an object are not preserved under a rotation? A) orientation B) none of these C) shape D) size 2) Under a certain transformation, A B C is the image of ABC. The perimeter of A B C is twice the perimeter of ABC. This transformation is a. A) rotation B) translation C) reflection D) dilation 3) Triangle ABC is congruent to triangle PQR. c0565ab5 Page 1 Which sequence of congruency transformations maps triangle ABC onto triangle PQR? A) a rotation of 90 clockwise about A followed by a line reflection B) a rotation of 180 clockwise about A followed by a translation C) a rotation of 90 counterclockwise about A followed by a line reflection D) a point reflection in B followed by a translation 4) What is the image of point ( 2,5) after a reflection in the x axis? 5) What is the image of point (4,5) after a reflection in the y axis? 6) Based on the accompanying diagram, is reflecting ABC over the x axis and then the y axis the same as reflecting ABC over the y axis and then the x axis? Explain your answer. 7) The point R( 2,5) is reflected in the x axis. In which quadrant does the image of point R lie? 8) What are the coordinates of A, the image of A(2,3) after a reflection in the x axis?
2 c0565ab5 Page 2 9) What are the coordinates of N, the image of N(5, 3) under a reflection in the y axis? 10) Triangle SUN has coordinates S(0,6), U(3,5), and N(3,0). On the accompanying grid, draw and label SUN. Then, graph and state the coordinates of S U N, the image of SUN after a reflection in the y axis. 11) Rotate segment below 90 degrees counterclockwise about the origin. What are the coordinates of points A and B, respectively? A) A ( 3,1) and B ( 5,4) B) A ( 1, 3) and B ( 4, 5) C) A (1,3) and B (4,5) D) none of these
3 c0565ab5 Page 3 12) Graph the 180 degree rotation of triangle XYZ about the origin and label the image appropriately. In what quadrant is point X located? A) I B) II C) III D) IV 13) Perform the operation R 270 cw about the origin on square ACEG below. In which quadrant(s) are all 4 points of the image located? A) I, only B) II, only C) II and III, only D) I and II, only 14) Given: Triangle ABC has coordinates A(3,4), B(1,7), and C(3,7). Part A On graph paper, draw and label ABC. Part B Graph and state the coordinates of A B C, the image of ABC after a reflection in the y axis. Part C Graph and state the coordinates of A B C, the image of A B C after a reflection in the line y = x. Part D Graph and state the coordinates of ABC, the image of A B C after the translation that moves (x,y) to (x + 5,y 1).
4 c0565ab5 Page 4 15) Which of the following graphs of a relation is also a function? A) B) C) D) 16) Which of the following graphs of a relation is also a function? A) B) C) D) none of the above 17) Which of the following relations is also a function? A) {(1,3), (2,7), (1, 2)} B) {(1,2), (4,3), (4,5)} C) x + 2 = 7 D) {(2,1), (3,4), (5,1)} 18) Which of the following relations is not a function? A) {(3,2), (5,3), (5,5)} B) y = 2x + 3 C) y = 3 D) y + x = 2 19) Which of the following relations is not a function? A) {(1,4), (3,8), (5,16)} B) {(1,1), (2,2), (3,3)} C) {(1,1), (2,1), (3,1)} D) {(1,1), (1,2), (1,3)} 20) The relation defined by the set of ordered pairs {(0,2), ( 2,2), (1,4), (0, 1)} is not a function. Which of the ordered pairs listed below, if omitted from this relation, will make the resulting set a function? A) (0, 1) B) ( 2,2) C) (4,1) D) (1,4) 21) Which of the following is not a representation of the function graphed below? A) B) {(x,y) y = x 3; x = 5,6,7,8} C) D) (2,5),(3,6),(4,7),(5,8)
5 c0565ab5 Page 5 22) Is the relation below a function? Justify your answer. {(1,2), (5,8), (3,4), (6,3)} 23) Draw a mapping diagram that does not represent a function. 24) Using the graph of the linear function below, find the corresponding output value when the input value is 2. 25) Using the graph of the linear function below, find the corresponding input value when the output value is 3. 26) Part A: Complete the table below for the function f(x) = x + 3. Part B: On graph paper, sketch a graph of this function and label the graph with its equation. Part C: Using your graph for Part B, where will the graph of y = 1 intersect the graph of f(x) = x + 3? Answer:
6 c0565ab5 Page 6 27) Use the definition of a function to explain why the set {( 2,1), (1,3), (0,2), (5,3)} is a function. 28) Given accompanying table of values represents a function f. Part A Represent function f using both function notation and mapping notation. Function: Mapping: Part B Represent function f graphically. 29) On the accompanying diagram, draw a mapping of a relationship from set A to set B that is a function. Explain why the relationship you drew is a function.
7 c0565ab5 Page 7 30) Which mapping diagram does not represents a function? A) B) C) D)
Study Guide - Chapter 6
8 th Grade Name Date Period Study Guide - Chapter 6 1) Label each quadrant with I, II, III, or IV. 2) Use your knowledge of rotations to name the quadrant that each point below will land in after the rotation
More information4-1 Congruence and Transformations
4-1 Congruence and Transformations Warm Up Lesson Presentation Lesson Quiz Holt Geometry McDougal Geometry Objectives Draw, identify, and describe transformations in the coordinate plane. Use properties
More informationUnit 7. Transformations
Unit 7 Transformations 1 A transformation moves or changes a figure in some way to produce a new figure called an. Another name for the original figure is the. Recall that a translation moves every point
More informationName: Date: Period: Score: Linear Algebra Chapters 7, 8, & 9 Study Guide
1. Triangle ABC is shown on the coordinate grid. 3. Use the parallelogram shown in the coordinate plane to answer each question. Translate 3 units horizontally. Label the image. How are the values in the
More informationGuided Problem Solving
-1 Guided Problem Solving GPS Student Page 57, Exercises 1 1: Match each rule with the correct translation. A. (x, y) (x, y 1 ) I. P(, 1) P (3, ) B. (x, y) (x 1 3, y) II. Q(3, 0) Q (3, ) C. (x, y) (x 1,
More informationName: Date: Per: WARM UP
Name: Date: Per: 6.1.1-6.1.3 WARM UP 6-23. In the last three lessons, you have investigated rigid transformations: reflections, rotations, and translations. 1. What happens to a shape when you perform
More informationSize Transformations in the Coordinate Plane
Size Transformations in the Coordinate Plane I.e. Dilations (adapted from Core Plus Math, Course 2) Concepts 21-26 Lesson Objectives In this investigation you will use coordinate methods to discover several
More informationChapter 12 Transformations: Shapes in Motion
Name Geometry Honors Date Per. Teacher Chapter 12 Transformations: Shapes in Motion 1 Table of Contents Reflections Day 1.... Page 3 Translations Day 2....... Page 10 Rotations/Dilations Day 3.... Page
More informationUnit 1 Review. Switch coordinates Switch and negate coordinates
Name: Geometry Pd. Unit 1: Rigid Motions and Congruency 1-1 Rigid Motions and transformations o Rigid Motions produce congruent figures. o Translation, Rotation, Reflections are all rigid motions o Rigid
More informationShape & Space Part C: Transformations
Name: Homeroom: Shape & Space Part C: Transformations Student Learning Expectations Outcomes: I can describe and analyze position and motion of objects and shapes by Checking for Understanding identifying
More informationUnit 2: Transformations. 2. Which of the following best shows a reflection (flip) of the shaded shape across the dashed line?
Name: Date: 1. Which of the following best represents only a translation (slide) up? 2. Which of the following best shows a reflection (flip) of the shaded shape across the dashed line? D. D. page 1 3.
More informationGeometric Transformations: Translation:
Geometric Transformations: Translation: slide Reflection: Rotation: Dialation: mirror turn enlarge or reduce Notation: Pre-Image: original figure Image: after transformation. Use prime notation C A B C
More informationHomework for Section 5.1
Homework for Section 5.1 1. reate the rotation R(T) 2. reate the reflection F(T) of the triangle T shown below 90 degrees of the triangle T shown below across clockwise about the center point of rotation.
More informationUnit 1 Test Review: Transformations in the Coordinate Plane
Unit 1 Test Review: Transformations in the Coordinate Plane 1. As shown in the diagram below, when hexagon ABCDEF is reflected over line m, the image is hexagon A B C D E F. Under this transformation,
More informationChapter 12 Transformations: Shapes in Motion
Chapter 12 Transformations: Shapes in Motion 1 Table of Contents Reflections Day 1.... Pages 1-10 SWBAT: Graph Reflections in the Coordinate Plane HW: Pages #11-15 Translations Day 2....... Pages 16-21
More informationReflections and Translations
Name: ate: 1. Parallelogram ABC was translated to parallelogram A B C. 2. Alyssa made the design shown below. How many units and in which direction were the x-coordinates of parallelogram ABC moved? A.
More informationChapter 2: Transformations. Chapter 2 Transformations Page 1
Chapter 2: Transformations Chapter 2 Transformations Page 1 Unit 2: Vocabulary 1) transformation 2) pre-image 3) image 4) map(ping) 5) rigid motion (isometry) 6) orientation 7) line reflection 8) line
More informationTransformations Worksheet. How many units and in which direction were the x-coordinates of parallelogram ABCD moved? C. D.
Name: Date: 1. Parallelogram ABCD was translated to parallelogram A B C D. 2. A shape is shown below. Which shows this shape transformed by a flip? A. B. How many units and in which direction were the
More informationExploration #1: What single transformation is equivalent to a composition of reflections over parallel lines?
Name Geometry Period 1-5 Notes Date Today s Learning Goal: What is special about a composition of reflections over 2 parallel lines? What are special characteristics of a glide reflection? Exploration
More informationName: Geometry Practice Test Unit 2 Transformations in the Plane. Date: Pd:
Geometry Practice Test Unit 2 Transformations in the Plane (G.CO.A.2 - G.CO.A.5) Name: Date: Pd: 1) What type of symmetry is shown in this picture? (multiple choices-select all that apply) A) Point symmetry
More informationModule 2 Test Study Guide. Type of Transformation (translation, reflection, rotation, or none-of-theabove). Be as specific as possible.
Module 2 Test Study Guide CONCEPTS TO KNOW: Transformation (types) Rigid v. Non-Rigid Motion Coordinate Notation Vector Terminology Pre-Image v. Image Vertex Prime Notation Equation of a Line Lines of
More informationCCM6+/7+ - Unit 13 - Page 1 UNIT 13. Transformations CCM6+/7+ Name: Math Teacher: Projected Test Date:
CCM6+/7+ - Unit 13 - Page 1 UNIT 13 Transformations CCM6+/7+ Name: Math Teacher: Projected Test Date: Main Idea Pages Unit 9 Vocabulary 2 Translations 3 10 Rotations 11 17 Reflections 18 22 Transformations
More informationTransformations and Congruence
Name Date Class UNIT 1 Transformations and Congruence Unit Test: C 1. Draw ST. Construct a segment bisector and label the intersection of segments Y. If SY = a + b, what is ST? Explain your reasoning.
More informationTransformations and Congruence Test 2 Review
Transformations and Congruence Test 2 Review 1.To understand the different transformations: Be able to define and understand transformations (rotation, reflection, dilation, translation, glide reflection,
More information4-7 Study Guide and Intervention Congruence Transformations
4-7 Study Guide and Intervention Congruence Transformations Identify Congruence Transformations A congruence transformation is a transformation where the original figure, or preimage, and the transformed
More informationFor full credit, show all work. Study all geometry vocabulary words from your chapter packet.
Accelerated Review 9: Geometric Relationships Name: For full credit, show all work. Study all geometry vocabulary words from your chapter packet. Caleb drew a quadrilateral on his paper. Which of the following
More information1. For each transformation in the table below, indicate which properties are true by placing a check mark in every appropriate box.
Transformations Unit Review 1. For each transformation in the table below, indicate which properties are true by placing a check mark in every appropriate box. The image and preimage are congruent The
More informationG.CO.A.2: Identifying Transformations 2
G.CO.A.2: Identifying Transformations 2 1 In the accompanying diagram, ABC is similar to but not congruent to A B C. 3 In the diagram below, A' B' is the image of AB under which single transformation?
More informationGeometry. Topic 1 Transformations and Congruence
Geometry Topic 1 Transformations and Congruence MAFS.912.G-CO.1.2 Consider the point A at ( 3, 5). A. Find the coordinates of A, the image of A after the transformation: (, ) (, ). B. What type of transformation
More informationComposition Transformation
Name: Date: 1. Describe the sequence of transformations that results in the transformation of Figure A to Figure A. 2. Describe the sequence of transformations that results in the transformation of Figure
More information11.1 Rigid Motions. Symmetry
11.1 Rigid Motions Rigid Motions We will now take a closer look at the ideas behind the different types of symmetries that we have discussed by studying four different rigid motions. The act of taking
More informationStudent Name: Teacher: Date: Miami-Dade County Public Schools. Test: 9_12 Mathematics Geometry Exam 2
Student Name: Teacher: Date: District: Miami-Dade County Public Schools Test: 9_12 Mathematics Geometry Exam 2 Description: GEO Topic 5: Quadrilaterals and Coordinate Geometry Form: 201 1. If the quadrilateral
More informationIntegrated Algebra A Packet 1
Name Date Integrated Algebra A Packet 1 Lesson/Notes Homework Coordinate Plane HW #1 Connecting Points To Make Figures HW #2 Intro to Transformations/Translations HW #3 Reflections HW #4 Symmetry HW #5
More informationName: Unit 7 Beaumont Middle School 8th Grade, Introduction to Algebra
Unit 7 Beaumont Middle School 8th Grade, 2015-2016 Introduction to Algebra Name: I can recognize and create reflections on a coordinate grid. I can recognize and create translations on a coordinate grid.
More informationMath 8: Unit 2 Test Transformations
Name: Class: Date: ID: A Math 8: Unit 2 Test Transformations Match the vocabulary words down below with the correct definition. a. Translation f. Line of Symmetry b. Reflection g. Center of Rotation. c.
More informationGeometry Transformations
Geometry Transformations NAME Period 1 Transformations Notes Transformation: Maps an, called a, onto a final, called an. Reflection: a transformation representing a of a figure Reflecting over the x-axis,
More informationCTB/McGraw-Hill. Math Grade 8 Fall Benchmark Assessment Test ID: 87738
Page 1 of 39 Developed and published by CTB/McGraw-Hill LLC, a subsidiary of The McGraw-Hill Companies, Inc., 20 Ryan Ranch Road, Monterey, California 93940-5703. All rights reserved. Only authorized customers
More informationLesson 1. Unit 2 Practice Problems. Problem 2. Problem 1. Solution 1, 4, 5. Solution. Problem 3
Unit 2 Practice Problems Lesson 1 Problem 1 Rectangle measures 12 cm by 3 cm. Rectangle is a scaled copy of Rectangle. Select all of the measurement pairs that could be the dimensions of Rectangle. 1.
More informationChapters 7 & 8. Parallel and Perpendicular Lines/Triangles and Transformations
Chapters 7 & 8 Parallel and Perpendicular Lines/Triangles and Transformations 7-2B Lines I can identify relationships of angles formed by two parallel lines cut by a transversal. 8.G.5 Symbolic Representations
More informationSimilarity and Congruence EOC Assessment (35%)
1. What term is used to describe two rays or two line segments that share a common endpoint? a. Perpendicular Lines b. Angle c. Parallel lines d. Intersection 2. What is a term used to describe two lines
More informationTRANSFORMATION BOOK. Name:
TRANSFORMATION BOOK Name: Pg. TRANSLATION NOTES: You are going to Translate point A to point A. First graph the point (-,) and label it A. Now graph the point (,) and label it A. SYMMETRY ASSIGNMENT: Pg.
More informationLine Symmetry a figure has line symmetry if the figure can be mapped onto itself by a reflection over a line drawn through the figure.
Geometry Unit 3 Transformations Test Review Packet Name: The Unit Test on Transformations contains the following topics: Isometries Translations Using Mapping Notation Using Vector Notation Naming Vectors,
More informationGRADE 8 ADAPTED NJDOE ASSESSMENT. Assessed Standards: 8.G.1 8.G.2 8.G.3 8.G.4 8.G.5. (To be administered after NPS Grade 8 Scope and Sequence Unit 2)
ADAPTED NJDOE ASSESSMENT GRADE 8 (To be administered after NPS Grade 8 Scope and Sequence Unit 2) Assessed Standards: 8.G.1 8.G.2 8.G.3 8.G.4 8.G.5 The Newark Public Schools - Office of Mathematics 2013
More informationChapter 8 Transformations and Congruence
Lesson 8-1 Translations Page 559 Graph ABC with vertices A(1, 2), B(3, 1), and C(3, 4). Then graph the image of the triangle after it is translated 2 units left and 1 unit up, and write the coordinates
More informationGeometry. Name. Use AngLegs to model each set of shapes. Complete each statement with the phrase "is" or "is not." Triangle 1 congruent to Triangle 2.
Lesson 1 Geometry Name Use AngLegs to model each set of shapes. Complete each statement with the phrase "is" or "is not." 1. 2. 1 2 1 2 3 4 3 4 Triangle 1 congruent to Triangle 2. Triangle 2 congruent
More informationButterflies, Pinwheels, and Wallpaper
Butterflies, Pinwheels, and Wallpaper Investigation #3: Transforming Coordinates Investigation #4: Dilations and Similar Figures Name Butterflies, Pinwheels and Wallpaper Investigation #3 Transforming
More informationCCM2 Unit 1 NC Final Exam Review page 1
1. What is the image of point after a rotation of 90 in the counterclockwise direction? G E F H C 4. Select the letters that would appear the same after a 180 rotation about the center. I. II. X III. O
More informationReflections, Translations, and Dilations
Reflections, Translations, and Dilations Step 1: Graph and label the following points on your coordinate plane. A (2,2) B (2,8) C (8,8) D (8,2) Step 2: Step 3: Connect the dots in alphabetical order to
More informationUnit 14: Transformations (Geometry) Date Topic Page
Unit 14: Transformations (Geometry) Date Topic Page image pre-image transformation translation image pre-image reflection clockwise counterclockwise origin rotate 180 degrees rotate 270 degrees rotate
More informationDate Target Assignment Done! 2.1 Quiz 2.2 Quiz 2.3 Quiz Unit 2 Test
Name Unit 2 Transformations Target 1: Identify and determine congruent parts given a rigid motion. Target 2: Perform and identify rigid transformations of points, segments, and figures. a. Perform and
More informationChapter 9 - Transformations. Transformation: operation that maps (or moves) a preimage onto an image.
Chapter 9 - Transformations Transformation: operation that maps (or moves) a preimage onto an image. 4 Types of transformations: I. Reflections II. Translations III. Rotations IV. Dilations 3 Parts of
More informationTransformations Review. Points that are rotationally symmetrical will be diagonal from each other
1) This figure represents the floor plan of a museum. Rectangles ABGH and LDEK have diagonals that intersect at point N. The designer wants the stairwells to be rotationally symmetric about N. Which pair
More information1.8 Composition of Transformations
1.8. Composition of Transformations www.ck12.org 1.8 Composition of Transformations Here you ll learn how to perform a composition of transformations. You ll also learn some common composition of transformations.
More informationLearning Log Title: CHAPTER 6: TRANSFORMATIONS AND SIMILARITY. Date: Lesson: Chapter 6: Transformations and Similarity
Chapter 6: Transformations and Similarity CHAPTER 6: TRANSFORMATIONS AND SIMILARITY Date: Lesson: Learning Log Title: Date: Lesson: Learning Log Title: Chapter 6: Transformations and Similarity Date: Lesson:
More informationHonors Geometry Sections
Honors Geometry Sections 14.3 14.4 Name Determine whether the figure has rotational symmetry. If so, describe the rotations that map the figure onto itself. 1. 2. 3. Use the diagram to complete each sentence.
More informationChapter 5. Transforming Shapes
Chapter 5 Transforming Shapes It is difficult to walk through daily life without being able to see geometric transformations in your surroundings. Notice how the leaves of plants, for example, are almost
More informationTranslations SLIDE. Example: If you want to move a figure 5 units to the left and 3 units up we would say (x, y) (x-5, y+3).
Translations SLIDE Every point in the shape must move In the same direction The same distance Example: If you want to move a figure 5 units to the left and 3 units up we would say (x, y) (x-5, y+3). Note:
More information3. 4. fraction can not be the length of the third side?
Name: Teacher: Mrs. Ferry 1. 2 In the construction shown below, is drawn. 3. 4 If two sides of a triangle have lengths of and, which fraction can not be the length of the third side? 1. 2. 3. 4. In ABC,
More information2-3. Copy the diagrams below on graph paper. Then draw the result when each indicated transformation is performed.
2-1. Below, ΔPQR was reflected across line l to form ΔP Q R. Copy the triangle and its reflection on graph paper. How far away is each triangle from the line of reflection? Connect points P and P Q and
More informationEvery Which Way Combining Rigid Motions
Ever Which Wa Combining Rigid Motions WARM UP Determine the distance between each pair of points. 1. (2, 3) and (25, 3) 2. (21, 2) and (21, ) 3. (, 22.5) and (, 5). (2.2, 5.) and (2.3, 5.) LEARNING GOALS
More informationSlide, Flip, Turn: The Latest Dance Craze?
Lesson.1 Assignment Name Date Slide, Flip, Turn: The Latest Dance Craze? Translating, Rotating, and Reflecting Geometric Figures 1. Transform rectangle JKLM so it sits in the shaded rectangle in Quadrant
More informationName Date Class. MM', and NN' on the graph for Problem 2, where would the lines intersect? (, ) This point is called the
Practice and Problem Solving: A/B For Problems 1 and 2, apply the dilation D to the polygon with the given vertices. Name the coordinates of the image points, and plot the pre-image and the image. Tell
More informationCountdown to your final Maths exam Part 13 (2018)
Countdown to your final Maths exam Part 13 (2018) Marks Actual Q1. Translations (Clip 67) 2 Q2. Reflections & enlargements (Clips 64 & 63) 5 Q3. Rotations (Clip 65) 3 Q4. Rotations (Clip 65) 2 Q5. Rotations
More informationTRANSFORMATIONS AND CONGRUENCE
1 TRANSFORMATIONS AND CONGRUENCE LEARNING MAP INFORMATION STANDARDS 8.G.1 Verify experimentally the s, s, and s: 8.G.1.a Lines are taken to lines, and line segments to line segments of the same length.
More informationMathematics II Resources for EOC Remediation
Mathematics II Resources for EOC Remediation G CO Congruence Cluster: G CO.A.3 G CO.A.5 G CO.C.10 G CO.C.11 The information in this document is intended to demonstrate the depth and rigor of the Nevada
More informationName: Period: Unit 1. Modeling with Geometry: Transformations
Name: Period: Unit 1 Modeling with Geometry: Transformations 1 2017/2018 2 2017/2018 Unit Skills I know that... Transformations in general: A transformation is a change in the position, size, or shape
More informationTransformations. Transformations. Reflections. Rotations. Composition of Transformations
Reflections Rotations omposition of Transformations ongruence Transformations ilations Similarity Transformations Transformations Transformations transformation of a geometric figure is a mapping that
More informationIsometries and Congruence
Honors Geometr Section.1 Name: Date: Period: Isometries and Congruence transformation of a geometric figure is a change in its position, shape, or size.. The original figure is called the preimage. The
More informationLesson 1. Rigid Transformations and Congruence. Problem 1. Problem 2. Problem 3. Solution. Solution
Rigid Transformations and Congruence Lesson 1 The six frames show a shape's di erent positions. Describe how the shape moves to get from its position in each frame to the next. To get from Position 1 to
More informationa) b) c) d) 4. Which graph shows a triangle and its reflection image in the y axis?
1. Describe in words the translation represented by (x + 6, y 3). a) 3 units to the left, 6 units up b) 3 units to the right, 6 units down c) 6 units to the right, 3 units down d) 6 units to the left,
More information0815geo. Geometry CCSS Regents Exam In the diagram below, a square is graphed in the coordinate plane.
0815geo 1 A parallelogram must be a rectangle when its 1) diagonals are perpendicular 2) diagonals are congruent ) opposite sides are parallel 4) opposite sides are congruent 5 In the diagram below, a
More informationL2 Translations, Reflections, and Rotations Pre-Assessment Per Date
L Translations, Reflections, and Rotations.1 - Pre-Assessment Per Date Have you ever wanted to rearrange the furniture in your room? First you might want to make sure that the furniture would fit in the
More informationPARCC Review 1. Select the drop-down menus to correctly complete each sentence.
Name PARCC Review 1. Select the drop-down menus to correctly complete each sentence. The set of all points in a plane that are equidistant from a given point is called a The given point is called the Radius
More informationLesson 9 Reflections Learning Targets :
Reflections Learning Targets : I can construct the line of reflection using the compass and a straightedge I can draw the reflected figure using a compass and a straightedge and on coordinate grid Opening
More informationUNIT 1 SIMILARITY, CONGRUENCE, AND PROOFS Lesson 6: Defining and Applying Similarity Instruction
Prerequisite Skills This lesson requires the use of the following skills: creating ratios solving proportions identifying congruent triangles calculating the lengths of triangle sides using the distance
More informationContent Standards G.CO.4 Develop definitions of rotations, reflections, and translations in terms of angles, circles, perpendicular lines, parallel
Content Standards G.CO.4 Develop definitions of rotations, reflections, and translations in terms of angles, circles, perpendicular lines, parallel lines, and line segments. G.CO.5 Given a geometric figure
More informationMath 2 Final Exam Study Guide. Translate down 2 units (x, y-2)
Math 2 Final Exam Study Guide Name: Unit 2 Transformations Translation translate Slide Moving your original point to the left (-) or right (+) changes the. Moving your original point up (+) or down (-)
More informationSet the Sails! Purpose: Overview. TExES Mathematics 4-8 Competencies. TEKS Mathematics Objectives.
Set the Sails! Purpose: Participants will use graphing technology to investigate reflections, translations, rotations, and sequences of reflections and translations in the coordinate plane. They will give
More informationBy: Caroline, Jenny, Jennifer, Jared, Kaleigh
By: Caroline, Jenny, Jennifer, Jared, Kaleigh 1) What are the coordinates of the image of (2, 5) after a counterclockwise rotation of 90º about the origin? 1) ( 2, 5) 2) (2, 5) 3) ( 5, 2) 4) (5, 2) A dilation
More informationName. YouTube Playlist: https://goo.gl/bpgam
Unit 2 Transformations Target 1: Identify and determine congruent parts given a rigid motion. Target 2: Perform and identify rigid transformations of points, segments, and figures. a. Perform and identify
More informationHonors Midterm Review
Name: Date: 1. Draw all lines of symmetry for these shapes. 4. A windmill has eight equally-spaced blades that rotate in the clockwise direction. 2. Use the figure below to answer the question that follows.
More informationG.CO.B.6: Properties of Transformations 2
1 Which expression best describes the transformation shown in the diagram below? 2 As shown in the diagram below, when right triangle DAB is reflected over the x-axis, its image is triangle DCB. 1) same
More informationName: Period 2/3/2012 2/16/2012 PreAP
Name: Period 2/3/2012 2/16/2012 PreP UNIT 11: TRNSFORMTIONS I can define, identify and illustrate the following terms: Symmetry Line of Symmetry Rotational Symmetry Translation Symmetry Isometry Pre-Image
More informationCourse Guide (/8/teachers/teacher_course_guide.html) Print (/8/teachers/print_materials.html) LMS (/8
(http://openupresources.org)menu Close OUR Curriculum (http://openupresources.org) Professional Development (http://openupresources.org/illustrative-mathematics-professional-development) Implementation
More informationPoint A location in geometry. A point has no dimensions without any length, width, or depth. This is represented by a dot and is usually labelled.
Test Date: November 3, 2016 Format: Scored out of 100 points. 8 Multiple Choice (40) / 8 Short Response (60) Topics: Points, Angles, Linear Objects, and Planes Recognizing the steps and procedures for
More informationC. ( 5, 0) D. ( 4, 1) Which statement is correct?
MAFS.912.G-SRT.1.1 1. Dilations are used to get films to fit onto a movie screen as shown below. 3. The circle shown in the coordinate plane below is the preimage under a dilation centered at the origin
More informationName: Extra Midterm Review January 2018
Name: Extra Midterm Review January 2018 1. Which drawing best illustrates the construction of an equilateral triangle? A) B) C) D) 2. Construct an equilateral triangle in which A is one vertex. A 3. Construct
More informationName Date Class. component form.,
2-1 Translations Use the figure below to answer Problems 1 5. 1. Triangle RST is translated along vector ν to create the image R'S'T'. What are the coordinates of the vertices of the image? R' S' T' 2.
More informationFoundations of Math 2: Review for Benchmark #3 Foundations of Math 2
Foundations of Math 2: Review for enchmark #3 Foundations of Math 2 Name: ate: 1. Which of the following is not a proper way to name the angle shown below? 4. The diagram below shows angles formed by intersecting
More informationADV Math 8 Unit 1 Study Guide Transformations, Congruence, & Similarity
Name Period ADV Math 8 Unit 1 Study Guide Transformations, Congruence, & Similarity MGSE8.G.1 Verify experimentally the properties of rotations, reflections, and translations: lines are taken to lines
More informationGeometry: Unit 1: Transformations. Chapter 14 (In Textbook)
Geometry: Unit 1: Transformations Chapter 14 (In Textbook) Transformations Objective: Students will be able to do the following, regarding geometric transformations. Write Transformations Symbolically
More informationSection 5: Introduction to Polygons Part 2
Section 5: Introduction to Polygons Part 2 Topic 1: Compositions of Transformations of Polygons Part 1... 109 Topic 2: Compositions of Transformations of Polygons Part 2... 111 Topic 3: Symmetries of Regular
More informationPARCC Review. The set of all points in a plane that are equidistant from a given point is called a
Name 1. Select the drop-down menus to correctly complete each sentence. PARCC Review The set of all points in a plane that are equidistant from a given point is called a The given point is called the Radius
More informationUnit One Test (Transparallellines) B. The reflection of line 1 over the x -axis and the translation of line 2 four units to the left.
Name: Date: 1. The coordinate grid shows the intersection of line 1 and line 2. Which transformations on lines 1 and 2 will result in a pair of lines intersecting at the same angle measurements as those
More informationProperties of Rotations
Properties of Rotations Student Probe Find the image of a 50 o counterclockwise rotation about point P. A P B Lesson Description The lesson examines rotations as the transformation obtained by reflecting
More informationNOTES: TRANSFORMATIONS
TABLE OF CONTENT Plotting Points On A Coordinate Plane. Transformations. Translation. Reflections. Rotations Dilations. Congruence And Similarity.. Multiple Transformations In A Coordinate Plane. Parallel
More informationDrawing Shapes on a Coordinate Grid
UNIT STUDENT OOK LESSO N Drawing Shapes on a oordinate Grid Quick Review t t Home Sc h o o l To describe the position of a shape on a grid, we use ordered pairs. The numbers in an ordered pair are called
More informationI can identify reflections, rotations, and translations. I can graph transformations in the coordinate plane.
Page! 1 of! 14 Attendance Problems. 1. Sketch a right angle and its angle bisector. 2. Draw three different squares with (3, 2) as one vertex. 3. Find the values of x and y if (3, 2) = (x + 1, y 3) Vocabulary
More informationPlease pick up a new book on the back table.
Please pick up a new book on the back table. Use the graphing side of your whiteboard or get graph paper from the counter in the black trays plot the following points: 1. ( 3, 5) 2. (4, 0) 3. ( 5, 2) 4.
More informationProperties of Rotations
Properties of Rotations Student Probe Find the image of a 50 counterclockwise rotation about point P. Lesson Description The lesson examines rotations as the transformation obtained by reflecting an object
More information