Warm Ups 1) A student has completed 12 out of 34 homework assignments. At this rate, how many assignments would the student complete out of 85 assignments.

Slides:



Advertisements
Similar presentations
Prove Triangles Similar by AA 6.4. Another Postulate All you need are any 2 congruent angles for 2 triangles to be congruent.
Advertisements

Similar Triangles. What does similar mean? Similar—the same shapes, but different sizes (may need to be flipped or turned) 4 ft 8ft 12 ft 3ft 6 ft.
I can use proportions to find missing measures in similar figures
DO NOW ft 4ft On a Sunny Day, a person who is 6ft tall casts a 4ft shadow. This is proportional to the height of a nearby flagpole which casts.
November 3, 2014 NEW SEATS!!. November 3, 2014 W ARM -U P : A scale drawing of a rectangular rug has dimensions 8 inches by 5 inches. The length of the.
3-5: Proportions and Similar Figures
Answer: 18in/minute x 60min/1hour = 1080 inches/hour
Geometry Warm ups.
JRLeon Geometry Chapter 11.3 HGSH Lesson 11.3 (603) Suppose I wanted to determine the height of a flag pole, but I did not have the tools necessary. Even.
Warm Up #4.
EXAMPLE 3 Standardized Test Practice.
EXAMPLE 3 Standardized Test Practice. EXAMPLE 3 Standardized Test Practice SOLUTION The flagpole and the woman form sides of two right triangles with.
3-3 Example 1 Find the simple interest earned on an investment of $500 at 7.5% for 6 months. 1. Write the simple interest formula. I = prt Lesson 3-3 Example.
Warm Up A concession stand at a baseball game sells 3 apples for $2.00. How can you find the cost for 10 apples? Solve for x: 3(x + 5) = 2x – x.
Final Exam Review: Measurement and Trigonometry
Ratio is a comparison of two numbers by division.
Questions From 7.5 homework. Chapter 7 Review Please get into your house groups!
5-7 Indirect Measurement Warm Up Problem of the Day
1-9 applications of proportions
Holt Algebra Proportional Reasoning 2-2 Proportional Reasoning Holt Algebra 2 Warm Up Warm Up Lesson Presentation Lesson Presentation Lesson Quiz.
Math Similar Figures.
In a ÷ b = c ÷ d, b and c are the means, and a and d are the extremes. In a proportion, the product of the means is equal to the product of the extremes.
Unit 6: Scale Factor and Measurement
Year 2 Warm-Up 1. A B CD E a.Is  AEB~  ADC? Why b.Solve for x 2 10 x Are the two triangles similar? why?
Warmups A tree casts a shadow 8 feet long. At the same time, a flagpole 10 feet tall casts a shadow 15 feet long. How tall is the tree? Find I, if p.
Problems of the Day 1) 2)Challenge: Two triangles are similar. The ratio of the lengths of the corresponding sides is If the length of one side of the.
Geometry One is always a long way from solving a problem until one actually has the answer. Stephen Hawking Today: ACT VOCAB CHECK 9.6 Instruction Practice.
Extension 3.6 Proportions and Similar Figures A.What do you know about similar triangles and congruent triangles? B.Definitions 1.Similar triangles – have.
Bell Work Find the measure of the missing value in the pair of similar polygons. (Shapes not drawn to scale.) 1. x 30 m 7 m 70 m 3 m 2. 2 mm x 5 mm 27.5.
Proportional Reasoning
Page 407 #1-6 & Page #1-4 6th Grade Math HOMEWORK 8-5
§7.5, Using Proportional Relationships
P.O.D. Use your knowledge of proportions to solve for x = x 24 3  24 = 8  x 72 = 8x ÷8 9 = x Use your knowledge of proportions to solve for t.
2.8 – Proportions & Similar Figures “I can solve proportions using scale factors.” “I can find missing side lengths of similar figures.”
Similar Figures and Indirect Measurement 2 3 = f 21 Review: Solve each Proportion, Round to the Nearest Tenth Where Necessary. You may use your calculators.
Proportional Reasoning
2.3 - Direct Variation.
Similar Triangles Application
Do Now Find the missing sides. 1) 15 5 y ) x – 2 32 y = 7x = 26.
Indirect Measurement Unit 7.5 Pages Warm Up Problems Fill in the missing value 1. 6 = 18 t k = = 42 8 n t = 15 k = 5 n =
1. What is the height of the building?
Proportions and Similar Figures Section 2-8. Goals Goal To find missing lengths in similar figures. To use similar figures when measuring indirectly.
Proportional Reasoning
Do Now Find the missing sides. y = 7 x = 26 2) 1) x – y
Problem Solving Using Proportions
5-7 Indirect Measurement Warm Up Problem of the Day
Similarity and Indirect Measurement
DO NOW Copy down your homework: 2-9 Lesson Check on page 141
SIMILAR TRIANGLES.
Unit 1 Day 13 Test Review.
Proportional Reasoning
Similar triangles.
Module 17: Lesson 3 Using Proportional Relations
Similar Figures Use a proportion to compare similar sides to solve for an unknown length. If each pair of figures is similar, find the length of x
Similar Figures   To find an unknown side length in similar figures:
Indirect Measurement 5-10
Similar Figures and Scale
Goal: The learner will use proportions to find measures of objects.
Bellringer a.) Sheryl bought 3 pieces of candy for $1.29. At that rate, what would 8 pieces of candy cost her? $3.44.
Proportional Reasoning
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Ch. 4-5 Similarity Transformations Ch. 4-6 Scale Models and Maps
Main Idea and New Vocabulary Key Concept: Similar Figures
Geometry Topics Name: __________________________
Main Idea and New Vocabulary Key Concept: Similar Figures
Similarity and Indirect Measurement
**Homework: Review worksheet**
Bell Ringer 4/12/10 If BC= 23ft, AC = 28 ft, AE = 2ft What is the height of segment DE? X = 1.64 ft.
Proportions and Similar Figures
Warmups x = 8 7 = 10 2 = n b n – 4.
Presentation transcript:

Warm Ups 1) A student has completed 12 out of 34 homework assignments. At this rate, how many assignments would the student complete out of 85 assignments. 2) To make a model of the Victoria River, Zoe used 2.5 inches of clay for every 7 miles of the actual river’s length. Her model river was 50 inches long. How long is the Victoria River? Answers: 1) 30 2) 140

4 - 4 Percents Day 2 Objective: To solve ratio word problems and problems simple interest. Standard 5.0

Similar Triangles (worksheet) 1. A vertical flagpole casts a shadow 12 ft long at the same time that a nearby vertical post 5 ft high casts a shadow 3 ft long. Find the height of the flagpole.

Similar Triangles (worksheet) 2. A vertical rod 8 ft high casts a shadow 6 ft long. At the same time, a nearby tree casts a shadow 15 feet long. Find the height of the tree.

Try #3 with partner Try #4 on your own 3.4. Finish this worksheet for homework!!

Interest Think about these questions.. What is it? Where/When is it earned? Why? Now discuss your answers with a partner.

I = prt I = Interest earned ($) p = principle (amount put in) ($) r = interest rate (as a decimal) (%) t = time (in years) (yrs)

Example 1 Find p if I = $45, r = 6%, and t = ½ year 45 = p(0.06)(.5) 45 =.03p p = $1500

TOO 1. Find p if I = $196, r = 10%, t = 7 years. 2. Find r if I = $120, p = $600, t = 5 years. Answers: 1. p = $ r = 4%

Example 2 Find I if p = $1500, r = 7%, and t = 18 months * change months to years (÷ 12) I = 1500(.07)(18/12) I = 105(1.5) I = $157.50

TOO 1. Find I if p = $500, r = 5%, t = 6 months. 2. Find t if I = $200, p = $1500, r = 1%. Answers: 1. I = $ t = 13.3 years = 13 years 4 months

Homework Similar Triangles worksheet Pg. 219 # all