Module 1: Lesson 17
Model the relationship between
multiplication and division
Multiplication and the
meaning of factors
Fluency Practice
(12 minutes)
Sprint time!
Application Problem
(5 minutes)
 Mrs. Peacock bought 4 packs of yogurt. She had
exactly enough to give each of her 24 students 1
yogurt cup. How many yogurt cups are there in 1
pack?
 (create a tape and a number sentence to represent your
problem)
 Look back at the application problem. Is the unknown
in the number bond the same as the unknown in the
division problem? What does it represent?
24
____ x 4 = 24
4
Skip count by fours to find the unknown factor. Each
time you say a four, I will make a new part of my
number bond.
How many fours make 24?
So 24 ÷4 equals?
The division sentences are the same. But how do the
quotients in the 2 number bonds represent different
things?
Concept Development
(33 minutes)
24 ?
? ?
?
The number bond represents the division sentence
you wrote to solve the application problem. Turn
and tell your partner how it shows 24÷4.
 Draw a number bond to represent 32÷4
32
_____ x 4 = 32
4 x ? = 32
 How do the multiplication and division sentences
relate in each example?
 A classroom has tables that seat a total of 20
students. 4 students are seated at each table.
How many tables are in the classroom?
 Draw and label a tape diagram to represent the
problem.
 Without solving, write a division sentence and a
multiplication sentence with an unknown factor to
represent your drawing.
 What does the unknown in both problems
represent?
 Tell your partner your strategy for solving each
equation.
 Solve both equations now.
Problem Set
( 10 minutes)
 Do your best to complete the problem set

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Lesson 17

  • 1. Module 1: Lesson 17 Model the relationship between multiplication and division Multiplication and the meaning of factors
  • 3. Application Problem (5 minutes)  Mrs. Peacock bought 4 packs of yogurt. She had exactly enough to give each of her 24 students 1 yogurt cup. How many yogurt cups are there in 1 pack?  (create a tape and a number sentence to represent your problem)
  • 4.  Look back at the application problem. Is the unknown in the number bond the same as the unknown in the division problem? What does it represent? 24 ____ x 4 = 24 4 Skip count by fours to find the unknown factor. Each time you say a four, I will make a new part of my number bond. How many fours make 24? So 24 ÷4 equals? The division sentences are the same. But how do the quotients in the 2 number bonds represent different things?
  • 5. Concept Development (33 minutes) 24 ? ? ? ? The number bond represents the division sentence you wrote to solve the application problem. Turn and tell your partner how it shows 24÷4.
  • 6.  Draw a number bond to represent 32÷4 32 _____ x 4 = 32 4 x ? = 32  How do the multiplication and division sentences relate in each example?
  • 7.  A classroom has tables that seat a total of 20 students. 4 students are seated at each table. How many tables are in the classroom?  Draw and label a tape diagram to represent the problem.  Without solving, write a division sentence and a multiplication sentence with an unknown factor to represent your drawing.  What does the unknown in both problems represent?  Tell your partner your strategy for solving each equation.  Solve both equations now.
  • 8. Problem Set ( 10 minutes)  Do your best to complete the problem set