MATH-102 Study Guide - Midterm Guide: Hyperbolic Partial Differential Equation, Inverse Function, Exponential Function
Document Summary
When you have finished this handout and the activities contain therein, you will be able to. Define basic hyperbolic functions like sinh ,x cosh ,x and tanh ;x. Solve hyperbolic equations without using a calculator; Find the inverse of a basic hyperbolic functions like sinh ,x cosh ,x and tanh ;x. Use a calculator to find the inverse of a hyperbolic function. In the previous handout on exponential functions and equations, we solved exponential equations without using a calculator. xe in this handout, we build on exponents and the properties of the function this knowledge as we introduce you to hyperbolic functions. Once you know the definition of sinh x and cosh ,x you can easily derive all other definitions as the relations between the definitions closely follows the trigonometry definitions. From there, we move on to solve hyperbolic equations and then introduce inverse hyperbolic functions towards the end of the handbook.
