Solving Exponential Equations
Instructions
- The first videos below explain the concepts in this section.
- This page also includes exercises that you should attempt to solve yourself. You can check your answers and watch the videos explaining how to solve the exercises.
Concepts
- Solving equations with exponential terms
Exercises
Directions: You should attempt to solve the problems first and then watch the video to see the solution.
- Solve the following equations.
- \(\dfrac{1}{3}\cdot6^x+5=17\)
- \(6\left(2^x-3\right)=3\cdot2^x+6\)
- Solve the following equations.
- \(7\left(e^x-2\right)+11=0\)
- \(5e^x-1=2e^x+3\)
Next Section
If you are working through the Algebra Series in order, then you have finished the sections on Powers and Exponentials. Next you should try the Powers and Exponentials Quiz to test how well you learned the material.
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