january 28,2015. commutative property of multiplication- the order of the factors does not change...

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Module 3 Lesson 1 January 28,2015

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Page 1: January 28,2015.  Commutative Property of Multiplication- the order of the factors does not change the product. Example: 8x1=8 and 1x8=8  Array – A

Module 3 Lesson 1 January 28,2015

Page 2: January 28,2015.  Commutative Property of Multiplication- the order of the factors does not change the product. Example: 8x1=8 and 1x8=8  Array – A

Commutative Property of Multiplication- the order of the factors does not change the product. Example: 8x1=8 and 1x8=8

Array – A set of numbers or objects that follow a specific pattern

Number bond- a model used to show part-part-whole relationship

Vocabulary

Page 3: January 28,2015.  Commutative Property of Multiplication- the order of the factors does not change the product. Example: 8x1=8 and 1x8=8  Array – A

Arrays

3 x 2 array2 x 3 array

Page 4: January 28,2015.  Commutative Property of Multiplication- the order of the factors does not change the product. Example: 8x1=8 and 1x8=8  Array – A

Geri brings 3 water jugs to her soccer game to share with her teammates. Each jug contains 6 liters of water. How many liters of water does Geri bring?

Draw a tape diagram and an array to solve the problem.

Application Problem

Page 5: January 28,2015.  Commutative Property of Multiplication- the order of the factors does not change the product. Example: 8x1=8 and 1x8=8  Array – A

Solving the application problem

Page 6: January 28,2015.  Commutative Property of Multiplication- the order of the factors does not change the product. Example: 8x1=8 and 1x8=8  Array – A

Number words mean the same as a number or numbers Example: three (3) and threes (3+3); 1 three, 2 threes

Plural numbers need to be changed accordingly. Example: six changes to sixes

Adding or subtracting numbers and number words- Only subtract the numbers and write the number words.

Only add the numbers keep the same number word.

Tips for solving homework problems