 Determine whether the non rigid transformations below are a dilation or distortion. Which one will result in two similar figures?  a. (x,y) → (2x,2y)

Slides:



Advertisements
Similar presentations
By: THE “A” SQUAD (Annie and Andrew)
Advertisements

Concept: Use Similar Polygons
7.4 A Postulate for Similar Triangles. We can prove that 2 triangles are similar by showing that all 3 corresponding angles are congruent, and all 3 sides.
I can identify corresponding angles and corresponding sides in triangles and prove that triangles are congruent based on CPCTC.
7-4A Similar Figures and Proportions Learning Objective: To determine whether two given figures are similar, and to use similarity to find missing lengths.
Clear everything off your desk except your notebook and pen/pencil.
Design Project Kristin Frederick. Who are your learners? High School Geometry Students –Geometry has students in grades 9-12.
Solve the following proportions. a = 9 b = 7 c = 6 d = 6.
7.2 Similar Polygons Similar figures – have the same shape but not necessarily the same size. You can abbreviate is similar to with the symbol ~ . Two.
Similar Polygons /Dilations
DEFINING SIMILARITY ~ADAPTED FROM WALCH EDUCATION.
11.3 Perimeters and Area of Similar Figures
Similar Polygons Section 6-2. similar figures – when figures have the same shape but are different sizes The symbol ~ means is similar to.
Congruent Polygons Sec 6.5 GOALS: To identify congruent polygons.
Objectives:  To identify congruent polygons and their corresponding parts  To use congruent polygons to determine missing measures.
Similar Polygons.
SIMILAR AND CONGRUENT POLYGONS LESSON 35POWER UP GPAGE 229.
Dilations Advanced Geometry Similarity Lesson 1A.
8.3 Similar Polygons. Similar Polygons Definition : Similar polygons have congruent angles and sides in the same ratio (called Scale factor). Write the.
CONGRUENCE AND TRANSFORMATIONS (GET GRAPH PAPER WHEN YOU ENTER CLASS) SECTION 4.4.
7-2 Similar Polygons Objectives Students will be able to:
Warm-Up If ∆QRS  ∆ZYX, identify all 3 pairs of congruent angles and all 3 pairs of congruent sides.
Unit 1 Transformations Day 5.  Similar Polygons - Two figures that have the same shape but not necessarily the same size ◦ Symbol: ~ ◦ Similar Polygons.
Ratio and Proportion Day 8. Day 8 Math Review Math Review Quiz Day.
 Two polygons are similar polygons if corresponding angles are congruent and if the lengths of corresponding sides are proportional.
TODAY IN GEOMETRY…  WARM UP: SRF and Rationalizing the Denominator  Learning Target: 6.3 Use properties of similar polygons to solve proportions.  Independent.
4-1: Congruent Figures.  Congruent Polygons  Have congruent corresponding parts  Must list corresponding vertices in the same order when naming. Congruent.
Geometry 8 April ) Empty folders. Put papers in proper section of your math binder. 2) Begin Handout.
6.3.1 Use similar Polygons Chapter 6: Similarity.
Similar Polygons NOTES 8.1 Goals 1)Use Similarity Statements 2)Find corresponding lengths in similar polygons 3)Find perimeters & areas of similar polygons.
6.2 Similar Polygons What you’ll learn: To identify similar figures.
Entry Task. 7-2 Similar Polygons Read the first page of the handout about Similar Polygons. Then answer the following questions and discuss with a partner.
8.3 Similar Polygons How to identify similar polygons. How to use similar polygons to solve problems.
WARM UP 12-1 Are they triangles below similar? If yes, explain and write a similarity statement. A B C X Y Z
UNIT 10 NOTES Dilations. Rigid Transformations ⇢ Congruence Reflections Rotations Translations Compositions Isometry!!!!!
Congruent and Similar Figures
Similarity Transformation
Defining Similarity (5.3.1)
Similarity Postulates
Using Proportions with Similar Polygons
Similar Polygons.
7-2 Similar Polygons.
Date: Topic: Similar Polygons (7.4)
EQ: How do we know if polygons are similar?
1. What is the scale factor of the dilation pictured below?
6.3 Use Similar Polygons.
Similar Polygons.
Lesson 5-2 Similar Polygons.
Chapter 2 Similarity and Dilations
Using Proportions with Similar Figures
Clickers Bellwork A figure whose coordinates are : (2,2) (4,3) (6,7) & (5,0) is moved right 2 units and up 7. What are the figures new coordinates? Are.
Lesson 6.1 How do you find ratios and unit rates?
11.3 Perimeters and Area of Similar Figures
11.3 Perimeters and Area of Similar Figures
SIMILAR POLYGONS Two figures are similar if
Unit 5: Triangles 4-1 Congruent Figures.
Math 4-5: Similar Polygons
Lesson 5-2: Similar Polygons
Lucas Dougherty.
Lesson 5-2: Similar Polygons
7.7 Perimeters and Area of Similar Figures
Bell work Find the value of the missing length.
Lesson 7 – 6 Similarity Transformations
4.1: Dilations and Similar Triangles Tonight’s Homework: 4.1 Handout
Similarity and Transformations
Warm Up Solve each of the following proportions. Describe the method you used. 1) 2) 3) 4) 10 minutes . End.
Exploring Similar Polygons
Defining Similarity (5.3.1)
7.2 : Similar Polygons Similar polygons have:
Module 16: Lesson 4 AA Similarity of Triangles
Presentation transcript:

 Determine whether the non rigid transformations below are a dilation or distortion. Which one will result in two similar figures?  a. (x,y) → (2x,2y)  b. (x,y) → (2x, 3y)

 Homework 9-1 Due Tuesday Night!  Quiz Thursday!  Test re-takes due by Friday!  Must attend 30 minute tutorial FIRST!

 1. Proportion  2. Scale Factor  3. Similar Figures  4. Similar Polygons  write down your assigned definition – 2 minutes  When instructed return to your group and share definitions in numerical order – 6 minutes

 Log on to the online textbook and open up interactive learning assignment  Answer questions in spiral notebook

 Two figures that share:  Congruent corresponding angles  Proportional corresponding sides

NO!YES!

Corresponding Angles must be put in the same order! ∆ABC~∆DEF ∆ABC~∆FDE - WRONG

 9-1