SS 3.4 Additional Practice w/ Similar Figures 1) Teaching Target: I can use scale factor to find missing values in similar figures. 2) Homework: Math XL.

Slides:



Advertisements
Similar presentations
Scale Factor MA.7.4.2By:. What is Scale Factor? Scale factor is the ratio between the lengths of corresponding sides of two similar figures. Scale factor.
Advertisements

SIMILAR TRIANGLES Similar figures have the same shape, but are a different size.
How to answer Modern Studies Homework Questions..
Do Now True or false? 1. Some trapezoids are parallelograms.
7-4A Similar Figures and Proportions Learning Objective: To determine whether two given figures are similar, and to use similarity to find missing lengths.
SIMILAR FIGURES. Solve for x Similar Figures Similar figures have sides that are proportional. Scale Factor:
P449. p450 Figure 15-1 p451 Figure 15-2 p453 Figure 15-2a p453.
11.3 Perimeter and Area of Similar Figures. Two rectangles are similar. One has width 4 in. and length 6 in. The other has width of 6 in. and length of.
CW: WS.. Quick Start Expectations 1.Fill in planner and HWRS HW: p # 1-4, 29a, 30a, 31 2.Get a signature on HWRS 3.On desk: math journal, HWRS,
Similar Figures Examples and Step by Step Directions.
WARM-UP   x = 18 t = 3, -7 u = ±7.
Math Similar Figures.
Recognize congruent and similar figures. Find the scale factor of similar figures. Similar & Congruent Figures.
11.3 Perimeters and Area of Similar Figures
Similar Figures Return to Table of Contents. Example: Is the pair of polygons similar? Explain your answer. 4 3_ (4.5) = 6(3) 18 = 18 YES 4.
TODAY IN GEOMETRY… Review: Arc Length
Materials Reminders. Get out your agenda if you see your name below. You need to come to my room tomorrow. Period 2Period 7.
Similar Figures and Scale Drawings
Lesson 26 Aim: How can we use proportions to find missing sides in similar triangles and to find distance?
Lesson Plan for SS 1.1 (50 minutes): Target: I can compare measurements in similar figures. 8 minutesWarm-up: 10 minutesClasswork: Intro to new unit 1.1.
2.8 – Proportions & Similar Figures “I can solve proportions using scale factors.” “I can find missing side lengths of similar figures.”
I can use proportions to find missing lengths in similar figures.
Drill Write your homework in your planner Take out your homework Find all angle measures:
Similar Ratios Are the following similar and if so what is their ratio? / 6 1 / 2 2 / 4 1 / 2 3 / 6 1 / 2 Yes, 1:2.
Remember these!? Surface Area of a Prism = ph +2B
SIMILAR AND CONGRUENT POLYGONS LESSON 35POWER UP GPAGE 229.
Quick Start Expectations d 135⁰ d 45⁰ Teaching Target: I can use rep-tiles to see the effect of scale factor on side lengths, angles, perimeter, and area.
Solve for x: Choice: change to decimals or change to fractions Solve: Warm-Up: December 8, 2015.
Ms. Drake 7th grade Math Fractions Lesson 44 Similar Figures and Proportions.
SS 4.2 Ratios within Similar Triangles 1) Teaching Target: I can use equivalent ratios to compare corresponding sides of similar triangles. 2) Homework:
TODAY IN GEOMETRY…  Warm Up: Simplifying Radicals  Learning Target : Review for Ch. 6 Quiz  CHAPTER 6 QUIZ TODAY!  All Chapter 6 Assignments Due TODAY!
Sections 8-1/8-2: Ratios/Proportions/Similar Figures April 23, 2012.
 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.
Take out your homework and math journals Check your homework and record effort on your half sheet. Be ready to start class at 11:08 – with your math journals.
Math 10 Functions Unit Lesson (6) Table of values.
SS 3.4 Additional Practice w/ Similar Figures 1) Teaching Target: I can use equivalent ratios to compare corresponding sides of similar rectangles. 2)
Quick Start Expectations 1.Fill in planner and HWRS HW: Inv. 3 p #25, 40 (Note: This is Investigation 3!!) 2.Get a signature on HWRS 3.On desk:
Enlargement Simple scale factors. Find the scale factor and the missing length ?
Wednesday, May 11, 2016 HOMEWORK: STUDY AND PRACTICE FOR TOMORROW’S QUIZ!!!
I can find missing lengths in similar figures and use similar figures when measuring indirectly.
The Fundamental Theorem of Similarity. The FTS I 5 II Find the scale factor (ratio of similitude):
Math CC7/8 – Oct. 20 pg. 66 #23,25, 26, 35 Things Needed Today (TNT):
Similar Polygons.
11.6 Perimeters and Areas of Similar Figures
6.3 Use Similar Polygons.
11.3 – Perimeter and Area of Similar Figures
REVIEW PROBLEMS = = • 102 = • 102 = Write in Standard Form.
DO NOW Copy down your homework: 2-9 Lesson Check on page 141
Chapter 2 Similarity and Dilations
Using Similar Figures to Find Missing Lengths
11.3 Perimeters and Area of Similar Figures
Quiz Review.
Using Similar Figures to Find Missing Lengths
Steps for Success in Math
STRETCHING AND SHRINKING UNIT (SS)
Similar Figures.
Math 4-5: Similar Polygons
Corresponding Parts of Similar Triangles
Areas of Parallelograms and Triangles
Warm Up Find the area of each figure. Give exact answers, using  if necessary. 1. a square in which s = 4 m 2. a circle in which r = 2 ft 3. What’s bigger:
6.1 Use Similar(~) Polygons
Using Similar Figures Chapter 5 Section 5.5.
REVIEW PROBLEMS = = • 102 = • 102 = Write in Standard Form.
Similarity Similarity Similarity Similarity Similarity.
Missing Lengths of Similar Figures Practice
Areas of Parallelograms and Triangles
Watch the EDpuzzle on SS 3.4 and Take notes on p. 7
Similar triangles: Missing sides
Similar triangles: Missing sides with other triangles
Presentation transcript:

SS 3.4 Additional Practice w/ Similar Figures 1) Teaching Target: I can use scale factor to find missing values in similar figures. 2) Homework: Math XL “Practice with Scale Factor of Similar Figures.” 3) Check-Up Quiz tomorrow! Warm-Up: Entrance Ticket #2 -Complete independently and hold until called up by teacher for review.

Can you forma rep-tile? Yes! Scale Factor? Corresponding side lengths : 80 ft. and 140 ft. Find the scale factor: 80 x ? = 140 ft. 140/80 = 1.75 = scale factor You can now apply scale factor to other side: 120 x 1.75 = 210 ft. 210 – 120 = 90 ft. 210 ft.

As a table group work on p. 7-9:

Homework: Math XL: “Practice with Scale Factor of Similar Figures.” Check-Up Quiz Tomorrow!