## Flipchart - parabolas on paper(p.1-3).pdf - Section 1: Warm-up: Silent Board Game

*Flipchart - parabolas on paper(p.1-3).pdf*

# Parabola Problem Partner Critiques

Lesson 9 of 13

## Objective: SWBAT graph parabolas from both vertex form and standard form.

## Big Idea: A silent board game helps students recall how to complete the square then students critique the work of others in the AB partner activity.

*50 minutes*

#### Warm-up: Silent Board Game

*15 min*

To start class today and help students warm up, we are going to do a Silent Board Game. The directions for a Silent Board Game are on page 2 of the Flipchart. The problem is Page 3.

I predict that the game will take about 10-15 minutes. I think it is valuable to have students persevere through the task. In a silent board game, the teacher isn’t supposed to step in and help at all, other than erasing incorrect work and leaving correct work. Today, I may need to step in to help students factor out the 25 from the y and y squared terms. In a case like this, I normally let three students come up and do it incorrectly and then I will step in to help.

I may also give some feedback as I erase. Things like, “we can’t do ____ because _____.” I actively support students who take the risk to struggle in front of the class. I believe many other students probably wanted to make the same move. It is important to see it on the board. However, time management is important. When I start to feel time is being wasted, I step in and give a hint to help the problem solving process keep moving.

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#### Brain Dump: Parabolas

*5 min*

To help students recall all of things that they know about parabolas, I ask students to text in one fact they know about parabolas. I encourage them to identify facts that they can use to solve problems with parabolas. I allow students to take out their Parabolas Summary sheet from yesterday and text in some facts from it if they are unable to work from memory.

After a few minutes, I will do a word seed on the Flipchart (p.4). I will dump all the responses and quickly review them as a class. I will make sure to highlight the different forms for the equation of a parabola and how we can use them.

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If there is time, I want students to complete a Cliff Notes, Jr. summarizing their knowledge of the different forms of quadratic equations and when we should use each form. I encourage students to make something that would be helpful on a test. Who knows? I may even let them use it on the test.

I am not sure if I will be able to accomplish this today. Ultimately, I would rather have students spend more time debriefing their critique of each other’s work.

#### Resources

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- UNIT 1: Basic Functions and Equations
- UNIT 2: Polynomial Functions and Equations
- UNIT 3: Rational Functions and Equations
- UNIT 4: Exponential Functions and Equations
- UNIT 5: Logarithmic Functions and Equations
- UNIT 6: Conic Sections
- UNIT 7: Rotations and Cyclical Functions
- UNIT 8: Cyclical Patterns and Periodic Functions
- UNIT 9: Trigonometric Equations
- UNIT 10: Matrices
- UNIT 11: Review
- UNIT 12: Fundamentals of Trigonometry

- LESSON 1: Cutting Conics
- LESSON 2: Name that Conic
- LESSON 3: Human Conics: Circles and Ellipses
- LESSON 4: Circles and Completing the Square (Day 1 of 2)
- LESSON 5: Circles and Completing the Square (Day 2 of 2)
- LESSON 6: Ellipses
- LESSON 7: Human Conics: Parabolas
- LESSON 8: Parabolas
- LESSON 9: Parabola Problem Partner Critiques
- LESSON 10: Hyperbolas
- LESSON 11: Non-Linear Systems of Equations
- LESSON 12: Conic Sections Test Review
- LESSON 13: Conic Sections Unit Test