* cos(e")d u?What is f'(x) given the integral function f(x) =O r) = 3x cos(e3x)O r0) = 6x Cos(e*)cos(e)O r(x) = 6x cos (ex)o P(x) = x cos(e3x*)3MacBook AirF1F2000F4F3F5F6F7

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Answered: What is f'(x) given the integral…

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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Solve f'(x) = 0 for x, 0<or equal to x< or equal to 2 pie, wher f(x) = x+2 cosx
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Next, evaluate the derivatives at the center x = f(x) = cos(x) = f(n/4) = 2 √2 f'(x)=-sin(x) = f'(n/4) = f(x) = cos(x) = f(n/4) = 22 22 √2 f(x)=sin(x) => ""(n/4) = 22 (4)(x) = cos(x) -> (4)(π/4) √2 2 Π 1 √2 1 1 √2 Step 3 Substitute the derivative values in the Taylor series centered at x= cos(x)= XT 2 πT and simplify. (Hint: Note that (-1)(n+1)/2 = 1, −1, −1, 1, 1, -1, -1, 1 ...) 4 7) - √2 (1x-(1/4)]²) + √2 (Ex - (n/4)]³) 3! [x-(n/4)]4 = -ΣΟ 7=0 Submit Skip (you cannot come back) Submit Answer DETAILS LARCALC12 9.10.009.
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What is f'(x) given the integral function f(x) = cos(e“)d u? %3D O rm = 3x cos(e) O f'(x) = 3x cos O f(x) = 6x COS(e") %3D r'(x) = 6x cos(e³*) f'(x) = x cos(e³x*)

What is f'(x) given the integral function f(x) = cos(e“)d u? %3D O rm = 3x cos(e) O f'(x) = 3x cos O f(x) = 6x COS(e") %3D r'(x) = 6x cos(e³) f'(x) = x cos(e³x)