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* *Reflection: Routines and Procedures
Is This Math or Isn't It? - Section 3: Wrapping It All Up

Don't feel that you have to do everything at once. Taking time to build student understanding at the beginning of the year will pay off in their ability to be more independent later on. Take the time to create routines and expectations now so that students understand what is acceptable behavior during math class.

*Start Slow*

*Routines and Procedures: Start Slow*

# Is This Math or Isn't It?

Lesson 1 of 9

## Objective: SWBAT identify the math all around them and explain their thinking.

## Big Idea: Children are surrounded by reading, seeing words and letters all around them. They are not as aware of the numbers in their world. Children who recognize the numbers around them will gain a better understanding of how numbers help solve problems.

*45 minutes*

#### Getting Started

*15 min*

I begin this first math lesson of the year by gathering the children together on the rug. I hold up a cell phone and a rock, asking if either of these objects has anything to do with math. I encourage the children to turn to the person beside them and share what they think about the two objects. Next I tell the students that we are going to do a thumb vote.

As it is the beginning of the year, I explain that a thumb up means yes, a thumb down means no and a thumb in the middle means they are not sure. I remind them that I will hold up each object, one at a time, and if they think the object has to do with math they will give a thumbs up, if not a thumbs down, or if they are unsure they can put a thumb in the middle.

I hold up the rock and tally the results on the chart. I repeat it with the cellphone. Using tally marks gives me a chance to see if they remember this skill from first grade. Once I have the results, I ask several students to justify why they said each object did or did not have to do with math. I encourage students to accept that there may be several points of view for both objects.

The process of asking students to explain their thinking is at the core of the Common Core Standards for Mathematical Practices. Students in this lesson are critiquing viable arguments and critiquing the reasoning of others (MP3). As the lesson progresses, students continue to present their own arguments for why something is or isn't math and they also listen and consider the reasoning of others.

At this point, after about six to ten minutes of listening, thinking, and speaking, it is a great time for a 3 minute stretch before the kids sit at the Smart Board or other video projection for the next part of the lesson. I might count jumping jacks by 2's because its a a great way to include math into the stretch.

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#### Sorting Math Examples

*15 min*

Today I begin by introducing the SmartBoard (this is something new to many students at the beginning of the year). I explain how the SmartBoard is a tool like an iPad or computer or iPhone, but one that everyone can use at the same time.

If you do not have a SmartBoard, or similar device you can do this lesson by printing and cutting out the pictures and asking students to move the pictures around. I've provided some ready made images that can be printed here, as a resource. You may want to consider the "landscape" of your students' home cultures, and develop picture or realia resources that provide opportunities, particularly for ELL students, to name and share objects that are common to them.

I bring up the picture lesson on the SmartBoard. I have to teach children how to drag pictures on the SmartBoard before they can sort them into Math Activities and Not Math Activities. Next, I call on individual children to come up to choose a picture to sort. I always have them explain **why** they chose to put the activity where they did. I ask for feedback from the class after each picture. "*Do you agree or not?"* Again, I ask why or why not. I am encouraging students to use math reasoning and to apply it to the objects they see. I want them to be begin to use viable arguments and to critique the reasoning of others (MP3).

I tell students that there is no one correct answer. Sometimes math has a right answer, but at other times, answers can be different depending on how an individual figured out the problem. Students will begin to stretch their concept of what is and is not math as they discuss the objects. Reasoning is a critical math skill recognized and emphasized by the Common Core as essential to the development of mathematical understanding.

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#### Wrapping It All Up

*15 min*

I give each group of students a large piece of paper and ask them to draw or write about all the things that they think have to do with math. I have desks in my classroom, but I keep the desks in clusters to encourage this type of student interaction.

After about 10 minutes I gather students together to share out what they made. I let each student share at least one thing that they thought of that no one else has mentioned. I keep the papers to refer to at the beginning of the next lesson.

I've attached three examples of student work, and explain in each case the child's reasons for why the object(s) drawn represent math. Open-ended student work gives me deeper understanding of student thinking. Because there is no one "set" correct answer students feel "safe" to share their thoughts.

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- UNIT 1: What and Where is Math?
- UNIT 2: Adding and Subtracting the Basics
- UNIT 3: Sensible Numbers
- UNIT 4: Sensible Numbers
- UNIT 5: Everything In Its Place
- UNIT 6: Everything in Its Place
- UNIT 7: Place Value
- UNIT 8: Numbers Have Patterns
- UNIT 9: Fractions
- UNIT 10: Money
- UNIT 11: The Numbers Are Getting Bigger
- UNIT 12: More Complex Numbers and Operations
- UNIT 13: Area, Perimeter and More Measurement
- UNIT 14: Length
- UNIT 15: Geometry
- UNIT 16: Getting Ready to Multiply
- UNIT 17: Getting Better at Addition and Subtraction
- UNIT 18: Strategies That Work

- LESSON 1: Is This Math or Isn't It?
- LESSON 2: Going on a Math Hunt
- LESSON 3: Math Hunt Part 2
- LESSON 4: Classroom Math Tools
- LESSON 5: Walking the Number Line
- LESSON 6: Identifying Coins
- LESSON 7: What Time Is It?
- LESSON 8: Can You Measure It?
- LESSON 9: What Can We Do With Math