Integer Exponents Lesson

​Integer Exponents

Module 2 Section 1​

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Multiple Choice

Mixed Review: Write in exponential form : $$2\cdot2\cdot2\ =\ ?$$  

• $$2^3$$  

• $$8^3$$  

• $$6^3$$  

• None of the Above

Multiple Choice

Mixed Review: Write in exponential form : $$7\cdot7\cdot7\cdot7\cdot7\ =\ ?$$  

• $$7^5$$  

• $$5^7$$  

• $$14^3$$  

• None of the Above

Exponent​

• The number that indicates how many times the base is used as a factor.​​

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​Vocabulary

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• ​A number multiplied by another number to get a product.

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​Factor

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• The number that has the exponent.​ The number being multiplied by itself.

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​Base

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Multiple Choice

What is the number that indicates how many times the base is used as a factor?

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• Exponent

• Factor

• Base

• Product

Multiple Choice

What is the number that has the exponent, or the number being multiplied by itself?

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• Exponent

• Factor

• Base

• Product

Multiple Choice

What is a number multiplied by another number to get a product.

• Exponent

• Factor

• Base

• Product

• 5³​ = 5⋅5⋅5 = 125

• 5² = 5⋅5 = 25

• 5¹​ = 5

• 5⁰​ = ?

• 5⁻​¹ = ?

​Powers of 5

• ​3³ = 3⋅3⋅3 = 27

• 3²​ = 3⋅3 = 9

• 3¹​ = 3

• 3⁰​ = ?

• 3⁻¹​ = ?

​Powers of 3

​Patterns of Exponents

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Open Ended

Describe one pattern that you noticed.

• Any base taken to the power of zero equals 1.

• !! Exception !! - the base can not be zero.

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​Zero Exponent Rule

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• A base taken to a negative power will become that base to that power as a denominator under 1.

• AKA Reciprocal

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​Negative Exponent Rule

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Multiple Choice

What is the rule that stating that a base taken to a negative power will become that base to that power as a denominator under 1?

• Zero Exponent Rule

• Negative Exponent Rule

• Power Rule

• Quotient Rule

Multiple Choice

What is the rule that stating that any base taken to the power of zero equals 1?

• Zero Exponent Rule

• Negative Exponent Rule

• Power Rule

• Quotient Rule

Open Ended

What did you think of today's lesson, and the format?