# Road Trip

Lesson 5 of 12

## Objective: SWBAT use reasoning along with operations with rational numbers to solve problems.

#### Launch

*10 min*

To start the class, we will use a strategy called “My Favorite No”

To address the Problem of the Day, students will write the response on an index card. I will collect the index cards and sort the answers into two piles, in front of the students. The piles will be for YES and NO. The YES pile will be for the index cards with the correct answer. The NO pile is for the cards with the wrong answer. Then, I will go through the NO pile and choose the card with my favorite NO. My favorite NO will highlight a common mistake being made. I will copy the entire card under the document camera or onto a SMART notebook page to solve in front of the class.

Problem of the Day: The airport shuttle charges $5 per passenger for the first 3 miles, then $.75 per passenger for each additional mile. Find the total cost of a 7-mile shuttle ride to the airport for 3 people.

*expand content*

#### Explore

*25 min*

Students will receive the Road Trip worksheet and respond to the first question individually. I will allow about 5 minutes to finish the question before we discuss it as a class. As we share how to solve, I would like to see more than one way to approach the problem. So even if the entire class has the correct answer, I want to talk about the differing entry points to solve the problem. Did they find the cost of the large taxis first? Did they find the number of people in the large taxis and subtract to find the number left first? I want to know how they start a problem so we can apply that reasoning (if applicable) to future situations.

Students will work in pairs to answer the remaining questions on the page. As they work on the remaining questions, I want to walk around and join discussions to get a sense of how students are solving them and if they are able to support their thinking (MP3). Can they explain why they made the decision they made about keeping the cost low? How did they know? Can they explain their thinking to the group? Answers to these questions will help me choose pairs to come up and present their answers to the group. I would like to have volunteers who used different strategies or approaches to the problem. I want students to see that there may be different ways to solve the problem and still achieve the same answer. This is also an opportunity to critique answers that need more support. If I don’t see any common mistakes, I can present some errors to the class to discuss. We can also discuss different options and alternatives to the actual problem to extend the discussion. For example: what if 10 people only ride one way, what might be a difference in the total cost?

*expand content*

#### Summary

*5 min*

To end the class we will use the Traffic Light activity. I will give each student a sticky note. On the sticky note they need to write one thing they learned in class and place it on the stop light. What they learned goes on the green light. What questions they considered or still have go on the yellow light (a question, an idea, a new perspective). What stopped their learning goes on the red light. This feedback will help me plan for the future. It will give me an indication of what they may need additional support in and what they know and feel comfortable enough with to move on.

*expand content*

*Responding to Antonia Martinez*

Thank you! It is very effective. We have reached the point where students ask for the strategy in other activities to help build their understanding.

| 8 months ago | Reply##### Similar Lessons

###### Proportional Relationships With Decimals

*Favorites(13)*

*Resources(14)*

Environment: Urban

Environment: Urban

###### End of Grade Review: Tables, Graphs, and Equations of Proportional Relationships

*Favorites(19)*

*Resources(15)*

Environment: Suburban

- UNIT 1: Welcome to 7th Grade!
- UNIT 2: Number System
- UNIT 3: Geometric Measurement
- UNIT 4: Integers
- UNIT 5: Simplifying Expressions
- UNIT 6: Proportional Relationships
- UNIT 7: Percent Relationships
- UNIT 8: Equations and Inequalities
- UNIT 9: 2-D Measurements
- UNIT 10: 3-D Measurements
- UNIT 11: Angles
- UNIT 12: Probability

- LESSON 1: Converting Fractions
- LESSON 2: Multiplying Fractions
- LESSON 3: Repeating Decimals
- LESSON 4: Equivalent Fractions
- LESSON 5: Road Trip
- LESSON 6: Write It Wednesday NS
- LESSON 7: Operations with Rational Numbers
- LESSON 8: Applications with Operations
- LESSON 9: Percents Intro
- LESSON 10: Modeling with Percents
- LESSON 11: Number System Assessment
- LESSON 12: Converting Fractions II