Multiplication Patterns Introduction 5 th Grade Math CM

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Multiplication Patterns Introduction 5 th Grade Math CM 2 FK 2

Multiplication Patterns Introduction 5 th Grade Math CM 2 FK 2

Learning Objective I will define 5 vocabulary words I will use basic facts and

Learning Objective I will define 5 vocabulary words I will use basic facts and patterns to multiply multiples of 10, 100, and 1, 000

Vocabulary Product – The answer to a multiplication problem

Vocabulary Product – The answer to a multiplication problem

Vocabulary Quotient – The result of a division problem

Vocabulary Quotient – The result of a division problem

Vocabulary Dividend – A number that is being divided

Vocabulary Dividend – A number that is being divided

Vocabulary Divisor – The number by which the dividend is being divided

Vocabulary Divisor – The number by which the dividend is being divided

Vocabulary Estimate – A number close to an exact value; Indicates about how much

Vocabulary Estimate – A number close to an exact value; Indicates about how much

Let’s use some basic facts and patterns to multiply multiples of 10, 100, and

Let’s use some basic facts and patterns to multiply multiples of 10, 100, and 1, 000

Multiply the following #’s with your calculator… do you notice a pattern? 3 x

Multiply the following #’s with your calculator… do you notice a pattern? 3 x 9= 3 x 9000= 27 (basic fact) 270 (3 x 9 tens) 2, 700 (3 x 9 hundreds) 27, 000 (3 x 9 thousands)

Multiply these basic multiplication facts 6 x 8= 6 x 8000= 48 (basic fact)

Multiply these basic multiplication facts 6 x 8= 6 x 8000= 48 (basic fact) 480 (6 x 8 tens) 4, 800 (6 x 8 hundreds) 48, 000 (6 x 8 thousands)

Counting Zeros to Multiply STEP 1 Write the basic fact Example: 3 x 2

Counting Zeros to Multiply STEP 1 Write the basic fact Example: 3 x 2 = 6 STEP 2 Count the number of zeros in each factor Example: 3 x 200 STEP 3 Write the zeros to the right of the product from step 1 Example: 3 x 200 = 600

Example #1 Use what you know about patterns to solve 4 x 600 4

Example #1 Use what you know about patterns to solve 4 x 600 4 x 6= 24 4 x 60= 240 4 x 600= 2400

Example #2 Use what you know about patterns to solve 5 x 5000 5

Example #2 Use what you know about patterns to solve 5 x 5000 5 x 5= 25 5 x 50= 250 5 x 500= 2, 500 5 x 5000= 25, 000

Example #3 Use what you know about patterns to solve 8 x 700 8

Example #3 Use what you know about patterns to solve 8 x 700 8 x 7= 56 8 x 70= 560 8 x 700= 5, 600

Review What was our learning objective? Define Product Define Quotient Define Divisor and Dividend

Review What was our learning objective? Define Product Define Quotient Define Divisor and Dividend What are three steps to multiply with zeros?