MHF 4U Mr. O's classes Semester 1 201415

Wednesday, 19 November 2014

Solving Exponential Equations by Getting the Same Base

This post is about solving exponential equations by getting the same base on both sides. Since the bases are the same the exponents must be equal. Some examples from class:
 
 


 





 


Posted by Alex Overwijk at 03:13
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Labels: Exponential Functions, Solving Exponential Equations, Vertical Non-Permanent Surfaces, Visible Random Groupings

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Alex Overwijk
I am a High School Math Teacher and Basketball Coach. I have been living, teaching and coaching in Ottawa for over 20 years.
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Blog Archive

  • ▼  2014 (48)
    • ►  December (8)
    • ▼  November (16)
      • Trigonometric Identities
      • Solving Trigonometric Equations (a third time)
      • Double Angle Formulas
      • Compound Trigonometric Formulas
      • Mathematical Processes
      • Creating the Trigonometric Equalities Between Diff...
      • Solving Trigonometric Equations ( a second time)
      • Solving Exponential Equations using Logarithms
      • Solving Logarithmic Equations
      • Solving Exponential Equations by Getting the Same ...
      • Solving Rational Equations
      • Solving Polynomial Equations
      • Logistic Functions
      • Combining Functions (Adding, Subtracting, Multiply...
      • Solving Trigonometric Equations
      • Ferris Wheels
    • ►  October (11)
    • ►  September (13)
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