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Derivatives of trigonometric functions worksheet (with solutions)

Derivatives of trigonometric functions worksheet (with solutions)

Subject: Mathematics

Age range: 14-16

Resource type: Worksheet/Activity

Last updated

5 November 2026

pdf, 97.26 KB
pdf, 97.26 KB

A worksheet on derivatives of sine, cosine, tangent, cotangent, secant and cosecant and the chain rule. Detailed solutions are included.

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Chain Rule and Derivatives of Trigonometric Functions Practice Worksheets & Key

Chain Rule and Trigonometric Derivatives Practice Worksheets with Step-by-Step Solutions A comprehensive, no-prep calculus practice bundle designed to help students master the chain rule, composite functions, trigonometric derivatives, and radical differentiations. **What's Included:** * Extensive practice problems spanning polynomial chain rules, trigonometric composites, exponential functions, and fractional powers. * Full step-by-step worked solutions for every problem, detailing inner function derivatives and algebraic simplification. * Clear layout suitable for independent practice, homework, or advanced exam review. Ideal for 12th Grade Math, AP Calculus, and college-level calculus courses. Provided as a ready-to-print PDF resource.

拢3.75
Bundle

Calculus Derivatives of Trigonometric Functions Practice Worksheets & Answer Key

Master calculus derivatives of trigonometric functions with this comprehensive practice bundle featuring step-by-step answer keys. This ready-to-use resource covers differentiating all six trigonometric functions (sine, cosine, tangent, secant, cosecant, and cotangent) using the chain rule, power rule, and trigonometric identities. **What's Included in the Exercise Sets:** * Basic trig functions with linear and constant multiplier arguments (e.g., sin(2x), cos(5x), tan(6x), sec(7x)) * Advanced polynomial and rational arguments (e.g., tan(x^2), sec(x^3+5x), cot((x^2+x)/7), sec(5/x)) * Powers of trigonometric functions requiring the chain rule (e.g., cos^3(x), sin^2(5x), tan^5(x^2+1), sec^4(x^4-6)) * Radical and fractional expressions (e.g., sin(sqrt(x)), tan(1/x^3), 1/cos^2(x), 5/sin(2x)) * Comprehensive, step-by-step worked-out solutions for every single problem Ideal for high school AP calculus, college math courses, classroom practice, homework assignments, quizzes, or comprehensive test review.

拢3.65
Bundle

Chain Rule Product Rule Trig Derivatives Calculus Practice Worksheets

Master calculus derivatives with this comprehensive practice bundle! Master calculus derivatives with this comprehensive, structured practice bundle featuring step-by-step solutions. This complete resource covers essential advanced calculus skills including the chain rule, product rule, and derivatives of trigonometric functions. **What is included:** * Applying the chain rule to composite functions and powers * Differentiating products using the product rule * Finding derivatives of trigonometric and transcendental functions * Complete step-by-step answer keys for every problem **Ideal for:** * Classroom practice and guided instruction * Homework assignments and independent review * Exam preparation

拢4.90
Bundle

Calculus Chain Rule Product Rule Derivatives of Trigonometric Functions

Master calculus derivatives with 3 comprehensive practice sets covering the chain rule, product rule, and derivatives of trigonometric functions. This complete calculus practice set features differentiated worksheets packed with problems on composite functions, polynomial products, trigonometric differentiation, and advanced calculus applications. **What is included:** - Worksheets covering the chain rule with powers, roots, and fractions. - Practice pages for the product rule with algebraic and trigonometric terms. - Extensive problem sets on derivatives of sine, cosine, tangent, secant, cosecant, and cotangent. - Full step-by-step solutions for every single problem. Ideal for calculus review, homework assignments, independent practice, quizzes, or AP math test prep. Give your students the rigorous practice they need to build confidence and fluency in calculus!

拢3.50

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