How to interpret the value of a limit important in the derivative of exponential functions.
How to use function notation to solve log equations.
How to define natural and common logs.
How to use the method of substitution when the antiderivatives involve e^x or ln[x].
How to interpret exponential expressions.
How to determine whether a function f(x) is continuous everywhere on its domain.
How to use the rules of exponents to simplify exponential expressions.
How to define the properties of real numbers.
How to solve a system of equations using elimination.
How to use matrices to solve a system of equations.
How to define indirect variation.
How to determine whether a square matrix is invertible using its determinant.
How to solve a simple sine equation: sin (theta) = 1/2.
How to use the Euler Formula to convert a complex number from the exponential form to rectangular form.
Understanding the effects of population growth.