Geometry Creating Sensory Images. Your Task with Your Partner  Collect a poster paper, ruler, protractor, a thumb tack, and marker.  Hang the poster.

Slides:



Advertisements
Similar presentations
Materials: Marker, Paper, Ruler Activity: With a ruler, draw on a piece of paper. Fold the paper so B is on top of A.Label the point where the fold intersects.
Advertisements

Unwrapping the Unit Circle. Essential Question: What are the graphs of the sine and cosine functions? Enduring Understanding: Know the characteristics.
9-1 Reflections You identified reflections. Draw reflections.
By the end of the lesson, you will be able to…
Assignment P : 2-17, 21, 22, 25, 30, 31 Challenge Problems.
REFLECTIONS, ROTATIONS AND TRANSLATIONS. Reflections.
Shape and Space Reflections
Reflection symmetry If you can draw a line through a shape so that one half is the mirror image of the other then the shape has reflection or line symmetry.
Triangles – what can we remember?. Insert date L.O.: to learn about different types of triangles Task: You have four pieces of blank paper in.
Geometry and Measurement
Warm up 1.If you drew an angle on a piece of patty paper and were told to fold an angle bisector, how would you do it? 2.If you drew a segment on a piece.
Transformations Unit, Lesson 1
1 of 66 KS4 Mathematics S6 Transformations. 2 of 66 A A A A A A Contents S6.1 Symmetry S6 Transformations S6.2 Reflection S6.3 Rotation S6.4 Translation.
 Algebra 1 – Quadratics! Determining Importance.
Geometry and Measurement. What You Will Learn  To draw a line segment parallel to another line segment  To draw a line segment perpendicular to another.
Translations A B Name: Target Grade: Translate this shape
Translations Translations and Getting Ready for Reflections by Graphing Horizontal and Vertical Lines.
+ Do Now Put your homework on your desk ready to be stamped. Take a protractor from the front. 1. What is the relationship between the measure of an angle.
Do Now Complete 3, 2, 1 3 things you learned about linear functions 2 things you would like to know more about 1 thing you still have a questions about.
 Students will be able… › Identify reflections, rotations, and translations. › Graph transformations in the coordinate plane.
Do Now (Reflection) Take a protractor from the front of the room. Take out your compass. Answer the following questions in your notebook: How did I feel.
Transformation in Geometry Transformation A transformation changes the position or size of a shape on a coordinate plane.
Parabolas Today you will investigate and identify the important characteristics of a parabola.
1.Get out a pencil and 2 pieces of paper. 2.Start working on your warm-ups. SILENTLY (that means without talking)…
Similarity in Right Triangles Geometry Unit 11, Day 7 Ms. Reed.
Transformations Objective: to develop an understanding of the four transformations. Starter – if 24 x 72 = 2016, find the value of: 1)2.8 x 72 = 2)2.8.
Geometric Constructions October - Ch. 3 Part of Unit 2 – Lines & Angles.
 Answer the following in complete thought sentences.  You can use your notes from the other day.  What happens to the side lengths, perimeter and area.
 Put your worksheets from last week into the exit slip bin if you didn’t turn them in yet.  Take out a compass and a protractor.  Take a piece of patty.
Transformations.
GEOMETRY OUTCOME 1 CHAPTER 1 AND 3, WITH ADDED COMPONENTS.
12/20/ : Motion in Geometry Expectations: G1.1.6: Recognize Euclidean geometry as an axiom system. Know the key axioms and understand the meaning.
Think.. Ink..Compare…Share
Transformations of Trigonometric Functions Sine and Cosine.
Unit 3: Properties of Triangles Congruent: identical in size and shape S-A-S - 2 sides and the angle in between them are the same. A-S-A – 2 angles and.
Constructing Triangles Tri 1 side/2 angles Constructions Example 1: To construct a triangle of base 9 cm with angles of 35 o and 65 o. To construct a.
Geometry |-35|, October 2012 HEAD UPS- new seats! HEAD UPS- new seats! 1)Warm up: (top front) a) Briefly define/ sketch a) Briefly define/ sketch.
Geometry 12-5 Symmetry. Vocabulary Image – The result of moving all points of a figure according to a transformation Transformation – The rule that assigns.
1.2 FINDING ANGLES Geometry. IS THE ANGLE BETWEEN THE HOUR AND MINUTE HAND THE SAME ON BOTH CLOCKS? EXPLAIN YOUR ANSWER AND THEN EXPLAIN HOW YOU WOULD.
Lines Tangent to Circles Making Inferences. 2 Minutes – 1 Per Pair Pick up: MarkerYardstickProtractor Glue Stick Scissors Orange Paper Do: Hang circle.
Geometry 4-3 Triangle Congruence by ASA and AAS. Investigation Break one piece of spaghetti into three similar length sizes. Arrange the pieces into a.
Tools of Geometry Chapter 1. Please place your signed syllabus and textbook card in the basket on the table by the door. Take out your group’s work on.
Geometry 5-2 Bisectors in Triangles. Class Needs Straight Edge Patty Paper ( 1 now, 2 later) Compass Printer paper.
TRANSFORMATION GEOMETRY
Compositions of Transformations. Review Name the Transformation Original Image Translation.
Geometry Origami - Angelfish
Creating Sensory Images
Maps and floor plans are smaller than the actual size.
Determining Importance
Unit 8.3 Similar Polygons.
Translations, Reflections, & Glide Reflections
Lengths of Sides of a Triangle Synthesizing Information
Transformations and Symmetry
Concurrent Lines Geometry 5-3a.
Transformations.
Reflections.
Midsegments of Triangles
Reflections.
Drafting Tool Practice
Triangle Congruence by ASA and AAS
8.2 Perpendicular Lines.
Shape and Space Reflections
Have homework ready to check and work on bellwork.
Lengths of Sides of a Triangle Drawing Inferences
Reflections. Reflections What is a reflection?
Shape and Space Reflections
Once you have found your seat, grab a compass and a straight edge.
Midsegments of Triangles
Warm Up Read the article on page 4 of the scholastic magazine.
Presentation transcript:

Geometry Creating Sensory Images

Your Task with Your Partner  Collect a poster paper, ruler, protractor, a thumb tack, and marker.  Hang the poster paper on the wall. Using your marker, divide it vertically down the middle.  On the left side of the poster, draw a large, scalene triangle. Label its vertices A, B, and C.  Face the board when finished.

Rotate, 1 Poster to the Right  Fold the paper on the vertical line.  Using the thumb tack, mark points A, B, and C so that the blank side of the paper is marked.  Unfold the paper. Use your marker to mark the holes on the blank side, and label them A’, B’, and C’, corresponding to the original side of the poster.  Use a straight edge to draw triangle A’B’C’.  Face the front when finished.

Rotate, 1 Poster to the Right  Use a ruler to draw segment AA’.  Measure the perpendicular distance in cm from A to the fold. Label the distance.  Measure the perpendicular distance in cm from A’ to the fold. Label the distance.  What do you notice?  Face the front when finished.

Rotate 1 Poster to the Right  Measure the angles formed by the fold the the segment AA’. Label the measures.  What do you notice?  Face the front when finished.

Rotate 1 Poster to the Right  Use a ruler to draw segment BB’.  Measure the perpendicular distance in cm from B to the fold. Label the distance.  Measure the perpendicular distance in cm from B’ to the fold. Label the distance.  What do you notice?  Face the front when finished.

Rotate 1 Poster to the Right  Measure the angles formed by the fold the the segment BB’. Label the measures.  What do you notice?  Face the front when finished.

Rotate 1 Poster to the Right  Use a ruler to draw segment CC’.  Measure the perpendicular distance in cm from C to the fold. Label the distance.  Measure the perpendicular distance in cm from C’ to the fold. Label the distance.  What do you notice?  Face the front when finished.

Rotate 1 Poster to the Right  Measure the angles formed by the fold the the segment CC’. Label the measures.  What do you notice?  Based upon what you’ve seen, make an inference. How is the reflection line related to the segment joining a point and its image? Write your inference at the bottom of the poster.  Return your supplies. Each of you pick up a problem sheet & piece of graph paper and return to your seats.

With your partner….  Complete the problem I assign to you on the graph paper. Be ready to explain to the class how using creating a sensory image helped you to answer the question.

Exit Slip  Individually complete the exit slip and hand it to me as you leave today.