Prove Exponential

So, it's exponentially equal? Pupils show that a specific exponential function grows by an equal factor over equal intervals. They show that the ratios of the functions are the same over the same size intervals of inputs. Using the specific proof, scholars create a proof showing the relationship holds for all equal intervals.

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CCSS: Designed
Additional Tags
Instructional Ideas
  • Provide opportunities for students to develop generalized proofs
Classroom Considerations
  • Individuals should be familiar with function notation
  • The class should be knowledgable of the properties of exponents
Pros
  • The rubric contains the complete proofs
  • Provides descriptions of misconceptions
Cons
  • None