Trig derivatives - Study guides, Class notes & Summaries

Continuation of notes for MATH 1770 Calculus II sections 3.11-7.1. Topics in these notes include, definite integrals, derivatives of hyperbolic functions, volumes of cylindrical shells, rotations, determining limits of integration, practice problems of volumes with figures and drawings, work and its related equation force times displacement with calculus applications, substitution rule, Hooke's Law, integrals of trigonometric functions, integration by parts,

These notes cover more Inverse Trig, Derivatives of ln and e, while incorporating past learned rules to solving derivatives. There are six review questions dealing with limits and derivative rules.

These notes provide in-detail of calculus II topics that include but are not limited to: unit circle review, hyperbolic functions introduction and applications, application of F.O.I.L method, identities, graphs of hyperbolic functions, inverse hyperbolic functions, substitution techniques, derivatives of hyperbolic functions, L'Hospital's Rule, seven indeterminate forms, limits and practice problems of limits with application of L'Hospital's Rule, areas between curves, integration, volumes of so...

Learn about inverse trig functions. The derivatives and integrals of inverse trig functions with some sample problems.

Easy, well-understood document of Unit 3 of the AP Calculus BC curriculum. Covers the chain rule, implicit differentiation and derivatives of inverse trig functions.

Notes written on the topic of derivatives of trig functions as taught by Amy Austin in MATH 151 at TAMU. These notes contain formulas, examples, and work for the derivatives of trigonometric functions.

This course require s the passing of a prerequisite exam before continuing in the class by showing mastery of Calculus 1 concepts and topics. Questions in this exam include but are not limited to: completing the square of a quadratic function, differentiating functions with trigonometric applications and chain rule, understanding trigonometric identities, logarithm function simplification, implicit differentiation as well as determining critical points.

This files is about entry level university's math

Lecture notes with examples with steps