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CCGPS Analytic Geometry

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Presentation on theme: "CCGPS Analytic Geometry"— Presentation transcript:

1 CCGPS Analytic Geometry
Unit 1C | Lesson 1 | G.SRT.1-3 Dilations in the Coordinate Plane Daily Agenda Bell Ringer Activator: Solve the problems on Ratios– (8 mins) Dilating a Rectangle - Activity - (10 mins) Why Dilate? Instruction: Dilations & Extending Dilations to Similar Polygons (20 mins) Begin Dilations in the Coordinate Plane Task (30 mins) Review: Ratios and Dilations | Similar Polygon Dilations Comparison - W/sheet - (15mins) TotD: EOC Prep Question(s) (10 mins) H/W: Complete C/W CCGPS Analytic Geometry

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3 Dilating a Circle (Construction Activity)
Review Dilating a Circle (Construction Activity) You will need a pencil and straightedge. Find

4 Activator Why Dilate? Some photographers prefer traditional cameras and film to produce negatives. From these negatives, photographers can create scaled drawings.

5 Activator Why Dilate? Scientists need to understand dilations when examining organisms under a microscope.

6 Activator Why Dilate? Crime labs investigate DNA, hair samples, and fingerprints to solve cases.

7 Activator Why Dilate? Architects design buildings and structures on the computer and create blueprints from which builders and engineers construct.

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9 Dilations in a Coordinate Plane
Warm Up Dilations in a Coordinate Plane Begin working on your task handout. Pair with your elbow buddy. You should complete the graphing of the ordered pairs.

10 CCGPS Analytic Geometry
Unit 1C | Lesson 1 | G.SRT.1-3 Dilations in the Coordinate Plane Daily Agenda Bell Ringer Activator: Solve the problems on Dilation – (8 mins) Review the Dilation on a Coordinate Plane - Activity - (15 mins) (Collect W/sheet) Instruction: Extending Dilations to Similar Polygons (20 mins Complete the Dilation Class worksheet (30 mins). TotD: Take the Weekly Quiz (CFA) - (20mins) H/W: Complete C/W CCGPS Analytic Geometry

11 Key Concepts The image and pre-image of a figure are similar
Instruction Key Concepts The image and pre-image of a figure are similar A dilation with center C and scale factor k This is a type of transformation, not rigid, but non-rigid A dilation is a reduction if 0<k<1 (fraction) A dilation is an enlargement if k>1

12 Instruction Key Concepts

13 Instruction Key Concepts

14 Work on your classwork. (Pair- Share time)
Instruction Guided Practice Work on your classwork. (Pair- Share time) - Complete your TotD - Weekly Quiz.

15 Complete what you don’t finish for homework.
TotD EOCT Prep Question Complete what you don’t finish for homework.


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