Module 1 Lesson 10.notebook 
1 
September 22, 2014 
Module 1 Lesson 10 
Interpreting Graphs 
of Proportional Relationships 
9/22/15 
Homework: 
Finish Problem 
Set for Lesson 10 
Do Now 
1.) Quiz tomorrow 
2.) CRS and J #2 due 
Wednesday 
Complete Example 1 on Page S.37
Module 1 Lesson 10.notebook 
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S.37 
Example 1 
Grandma's Special Chocolate Chip Cookie recipe, which yields 
4 dozen cookies, calls for 3 cups of flour. Using this 
information, complete the chart: 
Table‐Create a chart 
comparing the 
amount of flour 
used to the amount 
of cookies. 
Table‐ Is the 
number of cookies 
proportional to the 
amount of flour 
used? Explain. 
Unit Rate‐What is 
the unit rate and 
what is the 
meaning in the 
context of the 
problem?
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S.37
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Does the graph show the two 
quantities being proportional 
to each other? Explain 
S.37 
Equation‐ Write an equation 
that can be used to represent 
the relationship.
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Question: Where is the unit rate 
located on the graph? 
S.42
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S.38 
a. Record the coordinates of flour of the points from the graph in a 
table. What do these ordered pairs (values) represent?
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S.38 
b. Grandma has 1 remaining cup of sugar. How many dozen 
cookies will she be able to make? Plot the point of the graph above.
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S.39 
c. How many dozen cookies can grandma make if she has no 
sugar? Can you graph this on the grid provided above? What do 
we call this point?
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Closing: 
1.) What points are always on the graph of two quantities that are 
proportional to each other? 
2.) How can you use the unit rate to create a table, equation, or 
graph of a relationship of two quantities that are proportional to 
each other? 
3.) How can you identify the unit rate from a table, equation, or 
graph?

Module 1 lesson 10

  • 1.
    Module 1 Lesson10.notebook 1 September 22, 2014 Module 1 Lesson 10 Interpreting Graphs of Proportional Relationships 9/22/15 Homework: Finish Problem Set for Lesson 10 Do Now 1.) Quiz tomorrow 2.) CRS and J #2 due Wednesday Complete Example 1 on Page S.37
  • 2.
    Module 1 Lesson10.notebook 2 September 22, 2014 S.37 Example 1 Grandma's Special Chocolate Chip Cookie recipe, which yields 4 dozen cookies, calls for 3 cups of flour. Using this information, complete the chart: Table‐Create a chart comparing the amount of flour used to the amount of cookies. Table‐ Is the number of cookies proportional to the amount of flour used? Explain. Unit Rate‐What is the unit rate and what is the meaning in the context of the problem?
  • 3.
    Module 1 Lesson10.notebook 3 September 22, 2014 S.37
  • 4.
    Module 1 Lesson10.notebook 4 September 22, 2014 Does the graph show the two quantities being proportional to each other? Explain S.37 Equation‐ Write an equation that can be used to represent the relationship.
  • 5.
    Module 1 Lesson10.notebook 5 September 22, 2014 S.35
  • 6.
    Module 1 Lesson10.notebook 6 September 22, 2014 S.36
  • 7.
    Module 1 Lesson10.notebook 7 September 22, 2014 Question: Where is the unit rate located on the graph? S.42
  • 8.
    Module 1 Lesson10.notebook 8 September 22, 2014 S.38 a. Record the coordinates of flour of the points from the graph in a table. What do these ordered pairs (values) represent?
  • 9.
    Module 1 Lesson10.notebook 9 September 22, 2014 S.38 b. Grandma has 1 remaining cup of sugar. How many dozen cookies will she be able to make? Plot the point of the graph above.
  • 10.
    Module 1 Lesson10.notebook 10 September 22, 2014 S.39 c. How many dozen cookies can grandma make if she has no sugar? Can you graph this on the grid provided above? What do we call this point?
  • 11.
    Module 1 Lesson10.notebook 11 September 22, 2014 S.40
  • 12.
    Module 1 Lesson10.notebook 12 September 22, 2014 S.40
  • 13.
    Module 1 Lesson10.notebook 13 September 22, 2014 S.41
  • 14.
    Module 1 Lesson10.notebook 14 September 22, 2014 S.42
  • 15.
    Module 1 Lesson10.notebook 15 September 22, 2014 S.42
  • 16.
    Module 1 Lesson10.notebook 16 September 22, 2014 S.43
  • 17.
    Module 1 Lesson10.notebook 17 September 22, 2014 S.43
  • 18.
    Module 1 Lesson10.notebook 18 September 22, 2014 S.44
  • 19.
    Module 1 Lesson10.notebook 19 September 22, 2014 Closing: 1.) What points are always on the graph of two quantities that are proportional to each other? 2.) How can you use the unit rate to create a table, equation, or graph of a relationship of two quantities that are proportional to each other? 3.) How can you identify the unit rate from a table, equation, or graph?