##
* *Reflection: Parent Communication
What is Happening to the Little Brown Bat? - Section 3: Closing

How many times have parents asked their children this very question only to hear the response, "Nothing," or "I don't know"?

This type of closing is a beautiful way to open communication of learning with parents. The best is that the response comes from the student, but it is also an assessment piece for the teacher.

My students are required to have their parents initial all of their homework, so when the students take home facts about bats today as math homework, the hope is that the conversation will turn to the fact that the students created line graphs, that the little brown bat population is declining rapidly, and that graphs can show us a lot of data in an easy picture.

Now, not only do parents hear what happened in school, but the students are once again practicing communicating their leaning and understandings in a real world way.

*What Did You Do in School Today?*

*Parent Communication: What Did You Do in School Today?*

# What is Happening to the Little Brown Bat?

Lesson 5 of 14

## Objective: Students will be able to convert a table with bat population trends into a line graph that will enable them to make statements about the population of the Little Brown Bat over time.

## Big Idea: The students are working on a large project focused on helping save the Little Brown Bat, which will culminate in the building of bat houses for our community. This lesson pairs graphing skills with learning about White Nose Syndrome in bats.

*50 minutes*

#### Mini-Lesson

*10 min*

To open the lesson, I project some of the bar graphs created during the previous day's lesson. I launch the students into a conversation to review graph construction, essential parts of a bar graph, and how to analyze information communicated by the graph.

Next, I present a line graph entitled Bean Plant, which is found in the resources. At this juncture, I ask students questions about what they notice about a line graph and what makes it different from a bar graph. My goal is to move from conversation to analysis by asking questions such as, "What kind of information would a line graph be used to communicate?" "How is that different from what a bar graph displays?" (The day before we discussed that a bar graph compares different categories.)

Finally, I will add two more lines to the line graph and label them Lima Bean and Grass Seed. This is when I teach the children that line graphs can represent multiple variables and can be used to analyze comparison data as well.

While we look at the line graph as a whole class, I ask several questions to help the children practice interpreting data. Some examples are:

*Which plant grew the fastest? How do you know?*

*How long did it take the grass seed to grow to 2 inches? *

*When did the bean seed grow the slowest? Explain.*

#### Resources

*expand content*

#### Active Engagement

*30 min*

To provide independent practice, I hand out a reading passage about the declining bat populations due to the white nose syndrome. The table at the bottom of the reading shows population trends for the Large Brown Bat and the Little Brown Bat in 5 roosts over the last 5 years.

As a class, we discuss how many lines to use on the graph paper and what the interval will be. I also review how to find where the marker (point) will be located on the graph using the intersecting axes.

Then partners are asked to create the graph to communicate the collected data in the table.

In this clip, I ask the students to explain what information the graph shows. During this work, many of the students realize the real issue for the Little Brown Bats by looking at the trends and comparing it with the Big Brown Bat. I heard comments like "This is so sad," or, "I feel bad for the bats."

The other thing you may notice in this video is the simple critiquing that the students in my room are comfortable and capable of initiating without help. Listen in and see if you can identify it!

The student in this clip reads her data incorrectly and we discuss what is happening. Notice her rounding of the numbers. As she rounds, she is plotting and moving from one bat's data to the other. It takes her about 5 minutes to find her error, but she perseveres in the task and revises her work accordingly. The only thing I did was confer with her and remain patient.

*expand content*

#### Closing

*10 min*

To close the lesson, I ask the students to work with their partners to write three statements from the graph to share with their parents that evening.

This is a great way to assess understanding of a concept, practice communicating knowledge, and communicate with parents.

*expand content*

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- UNIT 1: Developing Mathematical Practices
- UNIT 2: Understanding Multiplication
- UNIT 3: Using Multiplication to Find Area
- UNIT 4: Understanding Division
- UNIT 5: Introduction To Fractions
- UNIT 6: Unit Fractions
- UNIT 7: Fractions: More Than A Whole
- UNIT 8: Comparing Fractions
- UNIT 9: Place Value
- UNIT 10: Fluency to Automoticity
- UNIT 11: Going Batty Over Measurement and Geometry
- UNIT 12: Review Activities

- LESSON 1: How Time Flies
- LESSON 2: Time Flies When You're Having Fun
- LESSON 3: How Can We Get It All Done?
- LESSON 4: Wing Span
- LESSON 5: What is Happening to the Little Brown Bat?
- LESSON 6: How Much Paint Do We Need?
- LESSON 7: Where Do These Nails Go?
- LESSON 8: Nailed It!
- LESSON 9: Tri Tri Triangles
- LESSON 10: What Angles are on a Bat House?
- LESSON 11: BUILDING DAY!
- LESSON 12: What Makes a Shape? Analyzing and Script Writing
- LESSON 13: Using a ShowMe as an Assessment
- LESSON 14: Polygon Puzzle