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3.3 Proportions How can you use proportions to determine when things are fair?

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Presentation on theme: "3.3 Proportions How can you use proportions to determine when things are fair?"— Presentation transcript:

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2 3.3 Proportions How can you use proportions to determine when things are fair?

3 Math Minute Directions Work by yourself You have 10 minutes to complete the first 5 questions When you’re done… Math Facts in a Flash Accelerated Math Incomplete work D-11 Math Review Raise your hand if you have a question!

4 Math Minute 10 ANSWER KEY 1.False 2.True 3.False 4.12/2, 8/8, 2 2 5.3/8 6.  7.A 8.6 9.1/6 10.1/3

5 Math Minute Extension Time If you are an A-Team Member, you may go to the following websites: – Mathplayground.com – Funbrain.com If you are NOT an A-Team Member, your computer needs to be closed. You should be working on one of the following things: – Incomplete/missing work – D-11 Math Review 1.4 DUE FRIDAY – Extra Credit

6 Announcements D-11 Math Review 1.4 DUE Friday Winter Math MAP on Thursday STAR Math Test on Monday December Newsletter DUE Friday

7 Results from Last Class Due to the Project Night, I didn’t get an opportunity to grade the quizzes. You will get feedback tomorrow. We are moving onto 3.3 Proportions today, but we will still be reviewing concepts from the 3.1 Mini-Quiz.

8 Data from Chapter 3 Pre-Test #SectionSkill 13.1Ratio as a fraction in simplest form 23.1Ratio as a fraction in simplest form 33.1Find the unit rate 43.1Find the unit rate 53.3Tell whether the ratios form a proportion - expression 63.3Tell whether the ratios form a proportion - expression 73.3Tell whether the ratios form a proportion - in words 83.3Write a proportion 93.4Write a proportion 103.5Solve the proportion using multiplication 113.5Solve the proportion using multiplication 123.5Solve the proportion using multiplication – Distributive Property

9 New Groups/New Partners – Period 5 Red: Darius, Evelyn, Reyna, Leslie, Juan, and David Blue: Kendrick, Anastaja, Francisco, Deasia, Miguel, Nathan, and Katie Yellow: Sheahona, Samantha, Rachel, Luis, Brody, and Sam Orange: Brandon, Jenny, Bela, Wendy, Joseph, and Yoanna Clockwise from bottom left

10 Class Reflection for Moving Forward What are two-three behaviors we need to work on to help our class move forward? Who are two-three people who are already demonstrating these behaviors?

11 LEARNING TARGET 3.3 Proportions – How can you use proportions to tell when things are fair? Today I can compare unit rates to determine when things are fair or equivalent by answering at least two out of three exercises from the book correctly. TCAP STANDARDS 1.4a Use the relationships among fractions, decimals, and percents, including the concepts of ratio and proportion, in problem-solving situations. 6.1a Use concrete materials or pictures to explain how ratios, proportion, and percents can be used to solve real-world problems. AGENDA (10 min) Math Minute 10 (1/2 sheet) (5 min) Grade Math Minute (10 min) Intervention/Extension (5 min) Announcements & Results (5 min) Lesson Overview (15 min) 3.3 Lesson Start Thinking (25 min) MODEL Determining Proportions (15 min) Exit Ticket: Practice from the Book KEY VOCABULARY Rate Proportion Proportional HOMEWORK & UPCOMING EVENTS Missing & Incomplete Assignments D-11 Math Review 1.4 DUE Friday

12 Get Materials Ready CLASS 1.Set-up your record sheet with a half slip of paper at the table or use your own paper 2.Open your textbook to p. 110 Name Date Period

13 3.3 Start Thinking How Do You Determine Fairness? Are you paying the same amount each time? How do you know?

14 Lesson Check-In

15 MODEL – Determining Proportions TEACHER: p. 110 Part B

16 Answer: First day 45 miles per hour; Second day 40 miles per hour

17 MODEL – Determining Proportions CLASS: p. 110 Part C

18 Answer: Both days 75 calories per mile

19 MODEL – Determining Proportions PARTNER: p. 110 Part D

20 Answer: First day $0.45 per song, Second day $0.50 per song

21 Lesson Check-In

22 Partner Book Practice p. 114 #18-20 Pick 2 SHOW YOUR WORK! Tell whether the two rates form a proportion. #18 12 players from 21 teams; 15 players from 24 teams #19 440 calories in 4 servings; 300 calories in 3 servings #20 120 units made in 5 days; 88 units made in 4 days

23 Partner Book Practice p. 114 #18-20 Pick 2 ANSWER KEY Tell whether the two rates form a proportion. #18 12 players from 21 teams; 15 players from 24 teams – Answer: 1.75; 1.6  Not proportion #19 440 calories in 4 servings; 300 calories in 3 servings – 110; 100  Not proportional #20 120 units made in 5 days; 88 units made in 4 days – 24; 22  Not proportional

24 Class Reflection for Moving Forward What are two-three behaviors we need to work on to help our class move forward? Who are two-three people who are already demonstrating these behaviors?


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