Derivatives of Inverse Trigonometric Functions

Introduction: 00:00:00 to 00:01:06 The Derivative of arcsinx: 00:01:06 to 00:05:55 The Derivative of arccosx: 00:05:55 to 00:09:24 The Derivative of arctanx: 00:09:24 to 00:12:36 The Derivative of arccotx: 00:12:36 to 00:16:10 The Derivative of arcsecx: 00:16:10 to 00:19:57 The Derivative of arccscx: 00:19:57 to 00:23:46 Full Disclosure and Commonly Used Formulas: 00:23:46 to 00:25:32 y=arctan√x: 00:25:32 to 00:27:52 y=√arctanx: 00:27:52 to 00:29:53 y=arcsin(2x+1): 00:29:53 to 00:31:52 h(x)=[√(1-x²)][arcsinx]: 00:31:52 to 00:34:19 h(t)=arccott+arccot(1/t): 00:34:19 to 00:38:54 y=arccos(e^2x): 00:38:54 to 00:40:42 Source: Calculus: Early Transcendentals, 5th Edition; Section 3.6 Author: James Stewart