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Contents In this lecture we define the inverse trigonometric functions and develop formulas for their derivatives. This will round out and conclude our discussion of the elementary functions that we began in lecture 1. Quick Question Does sin(x) have an inverse function on the interval [−π,π]? Answer Textbook Inverse Trigonometric Functions Today's Homework Log into WebWorK Quiz Inverse Trigonometric Functions Quiz Examples Find an integral using arcsin. Find an integral using ln. Find an integral using arctan and arccos. Applets Calculator: Values of Elementary Functions Videos d/dx (arctan(x)) = 1/(1 + x2) Find derivative of arcsin(3x2) Find derivative of y = arctan(ex)

Lecture 26 | Index | Lecture 28