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Multiplication and
the Meaning
of the Factors
Module 1: Lesson 13
Objective: Interpret the quotient as the number of groups or
the number of objects in each group using units of 3.
Fluency Practice
Divide by 2
(10 minutes)
Let’s do our divide by 2 sprint!
Fluency Practice
Group Counting
(3 minutes)
Fluency Practice
Divide by 2
(2 minutes)
Take out your personal whiteboard.
Write and solve 2 x 3 =
___÷ 3 = 2. On your board, write the number that
completes the division sentence.
Repeat with 3 x 3, 5 x 3, and 9 x 3.
Application Problem
(5 minutes)
Mark spends $16 on 2 video games. Each game
costs the same amount. Find the cost of each game.
Mark spends $16 on 2 video games. Each
game costs the same amount. Find the cost of
each game.
Concept Development
(30 minutes)
Personal white boards*
3 students equally share a pack of 12 pencils.
What information do we know from reading the
story?
How does the tape diagram show the story?
Write a division sentence to find how many
pencils each student gets.
Draw my tape diagram on your personal board.
Then draw to share the 12 pencils equally
among the 3 students. Complete your division
sentence.
Concept Development
(30 minutes)
A school buys 12 boxes of
pencils. Each class gets 3
boxes. How many classes get
boxes of pencils?
The box drawn with a solid line
represents the number of
boxes 1 class gets. I used the
dotted line to estimate the
total boxes. How should I label
the unknown on this diagram?
Concept Development
(30 minutes)
Where can I record my question mark?
On your personal board, skip-count by three to draw more units in the tape
diagram. How will you know when to stop?
Use the tape diagram to write and solve a division sentence that represents
the problem.
What does the 4 represent in this problem?
Concept Development
(30 minutes)
Repeat the process showing division with both types of
unknowns using the following suggested examples:
18 ÷ 3
21 ÷ 3
Concept Development
(30 minutes)
1. Write division problems to represent each diagram.
2. Label each tape diagram, including the unknown.
3. The tape diagrams and division sentences show solutions. Write a
word problem to match each solution.
4. Save the word problems to compare with other groups during the
student debrief.
Problem Set (10 minutes)
You have 10 minutes to complete the problem set pages.
Debrief (10 minutes)
Let’s review your solutions for the problem set.
Compare Problems 4
and 5. How did your
approach to drawing the
tape diagram change?
Why?
Exit Ticket
(3 minutes)
This is where you are going to show
us that you understand what we learned today!
We will learn if you are ready for the next lesson!
Homework
3-1 Homework
Worksheet
Is Due Tomorrow!

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Lesson 13

  • 1. Multiplication and the Meaning of the Factors Module 1: Lesson 13 Objective: Interpret the quotient as the number of groups or the number of objects in each group using units of 3.
  • 2. Fluency Practice Divide by 2 (10 minutes) Let’s do our divide by 2 sprint!
  • 4. Fluency Practice Divide by 2 (2 minutes) Take out your personal whiteboard. Write and solve 2 x 3 = ___÷ 3 = 2. On your board, write the number that completes the division sentence. Repeat with 3 x 3, 5 x 3, and 9 x 3.
  • 5. Application Problem (5 minutes) Mark spends $16 on 2 video games. Each game costs the same amount. Find the cost of each game. Mark spends $16 on 2 video games. Each game costs the same amount. Find the cost of each game.
  • 6. Concept Development (30 minutes) Personal white boards* 3 students equally share a pack of 12 pencils. What information do we know from reading the story? How does the tape diagram show the story? Write a division sentence to find how many pencils each student gets. Draw my tape diagram on your personal board. Then draw to share the 12 pencils equally among the 3 students. Complete your division sentence.
  • 7. Concept Development (30 minutes) A school buys 12 boxes of pencils. Each class gets 3 boxes. How many classes get boxes of pencils? The box drawn with a solid line represents the number of boxes 1 class gets. I used the dotted line to estimate the total boxes. How should I label the unknown on this diagram?
  • 8. Concept Development (30 minutes) Where can I record my question mark? On your personal board, skip-count by three to draw more units in the tape diagram. How will you know when to stop? Use the tape diagram to write and solve a division sentence that represents the problem. What does the 4 represent in this problem?
  • 9. Concept Development (30 minutes) Repeat the process showing division with both types of unknowns using the following suggested examples: 18 ÷ 3 21 ÷ 3
  • 10. Concept Development (30 minutes) 1. Write division problems to represent each diagram. 2. Label each tape diagram, including the unknown. 3. The tape diagrams and division sentences show solutions. Write a word problem to match each solution. 4. Save the word problems to compare with other groups during the student debrief.
  • 11. Problem Set (10 minutes) You have 10 minutes to complete the problem set pages. Debrief (10 minutes) Let’s review your solutions for the problem set. Compare Problems 4 and 5. How did your approach to drawing the tape diagram change? Why?
  • 12. Exit Ticket (3 minutes) This is where you are going to show us that you understand what we learned today! We will learn if you are ready for the next lesson!