Introduction
In this Section we consider the logarithmic function and examine its important characteristics. We see that this function is only defined if is a positive number. We also see that the function is the inverse of the exponential function and vice versa. We show, through numerous examples, how equations involving logarithms and exponentials can be solved.
Prerequisites
- have knowledge of inverse functions
- have knowledge of the laws of logarithms and of the laws of indices
- be able to solve quadratic equations
Learning Outcomes
-
explain the relation between the
logarithm and the exponential function - solve equations involving exponentials and logarithms