Illuminations: Pizza, Pizza!

Pizza, Pizza!


Pizza at Home

Students survey members of their community to determine preferences about pizza. Students compare their results with their classmates and create graphs of their data.

Learning Objectives

 
Students will:
  • collect and analyze data
  • represent data through physical and graphical means
  • draw conclusions from the data
  • communicate their findings to fellow classmates

Materials

 
Pizza at Home Activity Sheet
Spreadsheet or graphing program (such as Microsoft Excel®)
Pizza Toppings Activity Sheet

Instructional Plan

Prior to the start of this lesson, students will need to complete the Pizza at Home activity sheet and bring to class. At the time you assign this homework (which requires students to choose one of three survey questions and ask members of their community to respond), ask students which question they intend to choose. If many students choose only one question, you may need to assign an equal number of students to each question.

Pizza at Home Activity Sheet Pizza at Home Activity Sheet

Before discussing the actual data collected by the students, pose the following questions to the class and allow for discussion:

  • How easy was it to find people who were willing to answer your survey questions?
  • How long did it take you to complete the surveys?
  • Did anyone have trouble answering your questions? If so, what was the issue? What did you do in response?

 

After sufficient discussion time has elapsed, ask students to get out their activity sheets. If possible, divide the class into groups so that the students who chose survey question 1 are together, the students who chose survey question 2 are together, and the students who chose survey question 3 are together.

In their groups, students should do the following:

  • Compare the results of their surveys.
  • Determine if there are any common results among the members of the group.
  • Choose a way of displaying the results in a graphical fashion.

 

For this last step, each individual student will be creating his or her own graph. However, the group can discuss the pros and cons of creating various types of graphs, including bar graph, circle graph, or pictograph. Students can use a graphing or spreadsheet program to enter their data, create their graphs, and print out their graphs. If students are using Microsoft Excel®, they can enter their data directly into the spreadsheet and use the Chart Wizzard to create their graphs.

Designate sections in your classroom for students to post their graphs. For example, one wall may be selected for all of the bar graphs. Another wall may be selected for all of the circle graphs. And so on.... Students should perform a gallery walk and view other students' graphs. They should think about the similarities and differences among the types of graphs and data collected.

Conclude the lesson by asking some or all of the Questions for Students, below. These will help you lead a discussion which summarizes the lesson.

Assign the Pizza Toppings activity sheet as homework for the next lesson. Students will once again be surveying members of their community. This survey focuses on people's favorite pizza toppings.

Favorite Toppings Activity Sheet Favorite Toppings Activity Sheet

Questions for Students

 

Which type of graph did you choose? Why?

[Student choices will vary, but they should offer legitimate reasons for selecting the graphs they did.]

Could you have selected another type of graph to display your data?

[Once again, student responses may vary. However, they should be able to identify the benefits and limitations of certain graphs over others.]

How is a circle graph useful?

[Students may suggest that a circle graph is good for comparing data and showing what fraction or percent out of the whole is represented by a certain piece of data. For example, students may say that 1/4 of those surveyed prefer thin pizza, 1/2 of those surveyed prefer thick pizza, and 1/4 of those surveyed have no preference.]

How is a bar graph useful?

[Students may suggest that a bar graph is a good way of showing the actual count. For example, you can see how many people eat at a pizzeria, carry out from a pizzeria, request home delivery, and so on.]

Assessment Options

 
  1. Students may be assigned a classmate's graph. The student should write a one-two sentence summary of the data presented in their classmate's graph. These summaries can also be posted by the graphs throughout the classroom.

Extensions

 
  1. Ask students if they think their survey results would have been the same if they had surveyed a different population. For example, do certain cultures have pizza in their diets where other cultures may not? Would the responses have been different if they had surveyed college students? Asking questions such as these guide students into thinking about generalizability of survey data.

Teacher Reflection

 
  • Were students able to justify their graph choices?
  • Were students able to use the technology with ease to create their graphs?
  • How could I extend this lesson?

NCTM Standards and Expectations

 
Data Analysis & Probability 3-5
  1. Represent data using tables and graphs such as line plots, bar graphs, and line graphs.
  2. Collect data using observations, surveys, and experiments.
  3. Compare different representations of the same data and evaluate how well each representation shows important aspects of the data.

References

 
  • Sharon L. Young, The Arithmetic Teacher, April, 1991, vol. 38, no.8.  Pp. 28-33.
  
1 period   

NCTM Resources

Navigating through Data Analysis and Probability in Grades 3‑5


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