Trig derivatives - Study guides, Class notes & Summaries

Test Bank for Calculus Early Transcendentals 9th Edition //Calculus: Early Transcendentals Ch3 Product Rule - CORRECT ANSW-d/dx [ u(x) v(x)] = u'(x) v(x) + u(x) v'(x) Quotient Rule - CORRECT ANSW-d/dx [u/v] = (vu'-uv')/v² Derivatives of Trig Functions - CORRECT ANSW-d/ dx [sinx] = cosx d/dx [ cosx] = -sinx d/dx [ tanx] = sec^2 x d/dx [cot] = -csc^2 x d/dx [ sec x] = secxtanx d/dx [ cscx] = -cscxcotx d/dx [arccotx] = -1/1+x^2 - CORRECT ANSW--1/1+x^2 ...

70 pages of organized handwritten notes for calc 1. Topics include: - polynomials, exponential, logarithmic, trigonometric - operations on functions, curve sketching - trigonometric identities - inverse functions - derivatives, rules of differentiation - Mean Value Theorem - Newton's Method - indeterminate forms - L'Hopital's rule, applications - integrals, approximations - Riemann definite integral

This document summarizes the topics covered in the third test of the year. It contains a high level overview of topics such as trig derivatives and limit definition of derivatives with examples.

Test Bank for Calculus Early Transcendentals 9th Edition //Calculus: Early Transcendentals Ch3 Product Rule - CORRECT ANSW-d/dx [ u(x) v(x)] = u'(x) v(x) + u(x) v'(x) Quotient Rule - CORRECT ANSW-d/dx [u/v] = (vu'-uv')/v² Derivatives of Trig Functions - CORRECT ANSW-d/ dx [sinx] = cosx d/dx [ cosx] = -sinx d/dx [ tanx] = sec^2 x d/dx [cot] = -csc^2 x d/dx [ sec x] = secxtanx d/dx [ cscx] = -cscxcotx d/dx [arccotx] = -1/1+x^2 - CORRECT ANS...

Test Bank for Calculus Early Transcendentals 9th Edition //Calculus: Early Transcendentals Ch3 Product Rule - CORRECT ANSW-d/dx [ u(x) v(x)] = u'(x) v(x) + u(x) v'(x) Quotient Rule - CORRECT ANSW-d/dx [u/v] = (vu'-uv')/v² Derivatives of Trig Functions - CORRECT ANSW-d/ dx [sinx] = cosx d/dx [ cosx] = -sinx d/dx [ tanx] = sec^2 x d/dx [cot] = -csc^2 x d/dx [ sec x] = secxtanx d/dx [ cscx] = -cscxcotx d/dx [arccotx] = -1/1+x^2 - CORRECT ANS...

Test Bank for Calculus Early Transcendentals 9th Edition //Calculus: Early Transcendentals Ch3 Product Rule - CORRECT ANSW-d/dx [ u(x) v(x)] = u'(x) v(x) + u(x) v'(x) Quotient Rule - CORRECT ANSW-d/dx [u/v] = (vu'-uv')/v² Derivatives of Trig Functions - CORRECT ANSW-d/ dx [sinx] = cosx d/dx [ cosx] = -sinx d/dx [ tanx] = sec^2 x d/dx [cot] = -csc^2 x d/dx [ sec x] = secxtanx d/dx [ cscx] = -cscxcotx d/dx [arccotx] = -1/1+x^2 - CORRECT ANS...

Summary review of Calculus I topics. It summarizes important topics in calc 1 such as derivatives, antiderivatives, integrals, limits, optimization, etc. and also includes tips and tricks for these topics.

These notes cover a wide variety that include trigonometric limits, Inverse trig and their derivatives, how to find the derivative of point-slope equations, and binomial theorem through examples.

Derivatives Integrals Fns and Identities Trig Identities Calculus 3 Concepts Vectors Lines and Planes Coord Sys Conv Surfaces Directional Derivatives Tangent Planes Approximations Maxima and Minima Lagrange Multipliers

These notes are a review from graphing, and some derivatives. The derivatives that have worked out examples in these notes are natural log and trig examples.