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Logarithm properties
You want to go deeper in your understanding of logarithms. This tutorial does just that by exploring properties of logarithms that will help you manipulate them in entirely new ways (mostly falling out of exponent properties).

## Videos

- Introduction to logarithm properties Introduction to logarithm properties
- Introduction to logarithm properties (part 2) Introduction to logarithm properties (part 2)
- Logarithm of a Power Logarithm of a Power
- Sum of Logarithms with Same Base Sum of Logarithms with Same Base
- Using Multiple Logarithm Properties to Simplify Using Multiple Logarithm Properties to Simplify
- Change of Base Formula Change of Base Formula
- Proof: log a + log b = log ab Proof: log a + log b = log ab
- Proof: A(log B) = log (B^A), log A - log B = log (A/B) Proof: A(log B) = log (B^A), log A - log B = log (A/B)
- Change of base formula proof Change of base formula proof
- Logarithmic Equations Logarithmic Equations
- Solving Logarithmic Equations Solving Logarithmic Equations
- Solving Logarithmic Equations Solving Logarithmic Equations
- Logarithmic Scale Logarithmic Scale
- Richter Scale Richter Scale