How to solve a logarithmic equation.
How the number e is defined.
How to use the rules of exponents to simplify exponential expressions.
How to interpret the value of a limit important in the derivative of exponential functions.
How to use the method of substitution when the antiderivatives involve e^x or ln[x].
How to use inverses to define the logarithmic function.
How to solve a logarithmic equation by condensing one, or both, sides.
How to graph logarithmic functions.
How to evaluate logarithms when the argument is a recognizable power of the base.
Understanding the parts of population ecology.
How to use the Euler Formula to convert a complex number from the exponential form to rectangular form.
How to determine whether a function f(x) is continuous everywhere on its domain.