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Negative Exponent: Why Is a^(-1)=1/a? Instructional VideoNegative Exponent: Why Is a^(-1)=1/a? Instructional Video
Publisher
Mathispower4u
Resource Details
Curator Rating
Educator Rating
Not yet Rated
Grade
8th - 10th
Subjects
Math
1 more...
Resource Type
Instructional Videos
Media Length
4:40
Audiences
For Teacher Use
1 more...
Duration
10 mins
Instructional Strategy
Direct Instruction
Technology
Video
Internet Access
Accessibility
Closed Captions
1 more...
Year
2018
Usage Permissions
Fine Print
Instructional Video

Negative Exponent: Why Is a^(-1)=1/a?

Curated and Reviewed by Lesson Planet

Follow a pattern to develop an explanation. An engaging video uses the pattern of positive integer exponents to develop an explanation of the rule for negative powers. Using powers of three, each lower power is the previous one divided by three to explain the rule for a negative power. Afterward, pupils see that the rule holds true when applying the quotient rule.

7 Views 6 Downloads
CCSS: Adaptable

Concepts

properties of exponents, exponents, integer exponents, negative exponents

Additional Tags

math

Instructional Ideas

  • Challenge learners to confirm that the pattern holds for any number not equal to zero

Classroom Considerations

  • Individuals should be familiar with the quotient property of exponents
  • Class members need to understand that a number to the zero power is one
  • This video is hosted on YouTube

Pros

  • Includes a chart with the different exponent properties
  • Uses correct mathematical language when talking about simplifying to one

Cons

  • None

Common Core

SL.9-10.2 8.EE.A.1 MP6 MP7 MP8

View 49,684 other resources for 8th - 10th Grade Math

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