How to Solve Logarithmic and Exponential Equations

This course demonstrates methods for solving logarithmic and exponential equations through 20 worked examples. It covers natural and other-base logarithms, common and unlike exponential bases, nested expressions, logarithm rules, and quadratic equations in exponential variables.

Syllabus

Start.
Exponential Equation with Single e.
Logarithmic Equation with one Natural Logarithm.
Logarithmic Equatin with one Logarithm Base 2.
Exponential Equation with Common Bases.
Logarithmic Equation with 2 Logarithms Base 2.
Exponential Equation with Unlike Bases.
Exponential Equation with Common Bases.
Logarithmic Equation with 2 Natural Logs and the Power Rule.
Logarithmic Equation with 2 Natural Logs and the Quotient Rule.
Logarithmic Equation with just one natural logarithm.
Exponential equation with just one e.
Exponential Equatoin with unlike bases (harder).
Exponential equatoin with pi and e.
Logarithmic Equation with nested natural logs.
Quadratic Equation in 3^x (solution with substitution).
Quadratic Equation in e^x (solution without substitution).
Exponential Equation (harder).
Exponential equation with nested e^x's.
Logarithmic Equation with 3 natural logs.
Logarithmic equatoin with 3 logarithms and the power rule.