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  1. derivatives of inverse functions gift 2004 1. Let g ( x ) x 5 3 x 2, and let g 1 denote the inverse of g . Then g 1 2 is equal to: A) 1 83 2.

  2. Derivatives of inverse function – PROBLEMS and SOLUTIONS ( (𝑥)) = 𝑥 ′( (𝑥)) ′(𝑥) = 1. ′(𝑥)= 1 ′( (𝑥)) The beauty of this formula is that we don’t need to actually determine (𝑥) to find the value of the derivative at a point. We simply use the reflection property of inverse function:

  3. Inverse functions. Let f(x) be a function. Recall f 1(x) is the inverse function of f(x), meaning y = f 1(x) if and only if x = f(y): You can also think of f 1(x) as \undoing" f(x), i.e. f(f 1(x)) = x and f 1(f(x)) = x: For example, ln(x) is the inverse of ex, since y = ln(x) if and only if x = ey: So eln(x) = x and ln(ex) = x for x > 0.

  4. Worksheet: Derivatives of Inverse Trig Functions March 19, 2004 1. Let f(x) = cos−1 x. (a) Prove that f0(x) = −√ 1 1−x2. (b) Use the formula for f0(x) to explain why f is a decreasing function on its entire domain, [−1,1]. (c) Find f00(x) and use it to determine the intervals on which f is concave up and concave down. 2. Find the ...

  5. Worksheet by Kuta Software LLC www.jmap.org Calculus Practice 2.1C6: Derivatives of Inverse Functions 1b Name_____ ©C Y2I0Y1q7h nKqu^twax gSWoEfRthwYaNrpeJ dL\L\Co.] m JARlTlT CrQiQgHhetYsf qroeAsleYrUvAeQdF.-1- For each problem, find (f ... Derivatives of Inverse Functions 1b

  6. Derivatives of Inverse Functions Date_____ Period____ For each problem, find ( f −−−−1111 ) ' ( x ) by direct computation. 1) f ( x ) = −3 x + 3 2) f ( x ) = −2 x + 3

  7. This document contains 15 problems about inverse functions. The problems involve finding values of inverse functions f^-1 (x) given information about the original functions f (x) or their derivatives. They also include finding derivatives of inverse functions.

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