Miss M. Carmelle Nesbitt • 7th Grade Math • Friday, July 2, 2010 • Per: 4

Circle Graphs

Objectives:

·  TSW interpret data represented on a circle graph (DOK 2-3, 5a)

Materials:

·  Pencil and paper, LCD projector, computer w/ PowerPoint, dry erase markers, erasers, “thinking caps”

Bell Ringer: (7 min)

·  True or False?

1.  In your own words, define a histogram. When is it used? Why is it important?

2.  Favorite color:

o  Red, Blue, Green, Yellow, Pink

3.  Favorite dessert?

o  Cake, Brownies, Ice cream, Cookies

4.  Favorite subject?

o  Math, English, science, social studies

5.  Favorite rapper?

o  Flocka, Wayne, Gucci, Yo Gotti, TI

6.  Favorite food?

o  Pizza, hot wings, nachos, mac and cheese, cheeseburgers

* Expectations Slide*

Set: (5 min)

·  Favorite color, dessert, subject, rapper, food discussion.

o  Write #s on board

·  What would be one way to represent this data? What type of graph would help us to see each individual part of the whole?

·  “Today we will be learning how to gather, organize, and display data using pie graphs.”

Procedure: (25 min)

·  Can anyone tell me what a pie graph is or what it looks like? What’s another name for a pie graph?

o  Pie graphs show the relationship of parts of a whole and the entire circle is considered as the whole.

§  Represent data in a visual, easy to read manner, which helps us understand data more clearly.

§  Even though different pieces may be used, all pieces together must equal one whole or 100%.

·  TTW explain the parts of a pie graph.

o  Each slice represents a part of the whole

o  We determine how large each slice should be by using proportions, fractions, and percentages.

·  Review Fractions

o  Numerator = parts, denominator = whole (total number of pieces)

§  Examples- ½, ¾, 9/10,

·  How many TOTAL parts?

·  How many parts shaded?

§  IP- Express the following pie graphs as fractions. (4 min)

o  To express percentages as a fraction—place over 100. ALWAYS. (simplify)

§  IP- express the following percentages as a fraction. (simplify)

·  Let’s put that knowledge together.

o  Here’s another example— Carmelle surveyed the 30 students in her class about their favorite foods. How many preferred comedy?

o  How many students preferred comedy?

§  Set up a proportion.

·  Part/whole = %/100

o  We are looking for the PART of the class that liked comedies.

·  TTW make fractions for data collected from class.

o  Which category will be the largest slice? Smallest?

o  Let’s figure out percentages and display on our circle graphs.

§  Make circle graph from data collected from class

·  You say, I say Game (if time permits)

o  Add -2, Multiply by -1, Multiply by -3, Add 10, Multiply by 3, add 4

Closure (5 min)

·  Today we learned how to interpret data represented on a circle graph

o  What is a circle graph?

o  What number is a percentage ALWAYS placed over when expressing as a fraction?

o  The numerator represents what? The denom?

·  3 things learned - front…still confused - back.

·  Next week, Mr. Sedlacek and Mr. Doar will teach you more about interpreting graphs.

Assessment/Evaluation:

·  TSW interpret data represented on a circle graph

o  Formal: TTW administer a written test (M) including interpreting data represented on a circle graph (C), which will be graded and recorded using Engrade (D).

o  Informal: TTW monitor students (M) to gauge their understanding as they respond to questions verbally and via worksheets(C).