Now that you understand the basic properties of logarithms and exponential functions, it’s time to put your knowledge to use. Remember that the natural log and e^x functions are the inverse of each other. Also — simplify things whenever, and wherever you can! You can decode the confusing and complicated information that logs give us only if you understand what logarithms are all about. Then, you can solve a problem with simple algebra.
-
Tags
absolute value Brain calculus chain rule complex numbers definition of a derivative derivation derivative derivatives differential calculus distributive law Eric exponential functions gauss elimination graph graphing Health holes inequalities integral calculus limits linear approximation lines logarithms matrices neurology Ninja Tips number sense optimization parabolas Pencast piecewise functions plotting polynomials power rule quadratics rational functions related rates slope Study Habits Studying Time Management transformations trigonometric function trigonometric functionsCategories
- Algebraic Expressions
- Algorithms
- Audio
- Binary Arithmetic
- Calculus
- College Algebra
- Complex Numbers
- Differential Equations
- Distance and Circles
- Factoring, Roots
- Featured
- Function Operations
- Inequalities
- Interactive App
- Linear Algebra
- Linear Equations
- Linear Functions
- Lines
- Logarithms and Exponentials
- Media
- Ninja Tips
- Pencast
- Plotting, Graphs
- Polynomial Algebra
- Sequences
- Topics
- Trigonometry
- Uncategorized
- Video
- Written Tutorials
- Youtube Video
It has been almost 10 years since I've taken a math class that dealt with Logarithms so I found this pencast especially helpful review since we approached Exponentials and Logarithms in calculus this week! So, watching this pencast and being reminded that lnx=e^x and basic rules for logarithms was a great way to prep for the upcoming chapter.