Derivatives Involving Trigonometric Functions (Grades 11-12)
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Derivatives Involving Trigonometric Functions
Instructions: Find the derivative of each function.
1.
Find the derivative of the function [math]f(x) = cos(x)[/math].
2.
Differentiate. [math] f(x) = -2csc(x) [/math]
3.
[math]f(x) = sqrt tan(3x)[/math]
4.
Find the derivative of the following function. [math]f(x) = 4cot(x^2) [/math]
5.
[math]f(x) = sec(9x^2)[/math]
6.
[math]f(x) = 5sin(x^2+1)[/math]
7.
[math]f(x)=2^cosx[/math]
8.
Find the derivative of [math] f(x)=tan^3(3x^3-3) [/math]
9.
[math]f(x)=sin^4(cos(x^2))[/math]
10.
[math]f(x)=(sin(4x^2+2x-1))(cos(7x))[/math]
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