Part c) the exact fraction after multiplying out Find the fourth degree Taylor polynomial, T4(x), for f(x) at -:Quef (x) = 3 sin(x)Que:a) Find the following derivatives of f(x).QuesQuesPreviewf'(x)3cos(x)f'(z) = 3 cos(x)QuesQuesPreviewf" (x) = -3sin(x)f"(x) = -3 sin(x)QuesQuestPreviewSummf" (r) = -3cos(x)f"(x) = -3 cos(r)Previewf(2) - 3sin(x)f(4) (x) = 3 sin(a)b) Find the value of f (x) and the derivatives of f(x) at the center x =Previewf(-8) %3D -월-3/2 b) Find the value of f(x) and the derivatives of f(x) at the center x =Previewf(-풍) %3D-3/2f(-종) %3D3Previewf'(- = 3sqrt(3)/2(-) =Preview3/2"(-5)Previewf()- -3sqrt(3)/2f"(-E) = 3Previewf(-E) - --3/2c) What is the fourth degree Taylor polynomial of the given function?

We have to find Taylor polynomial

Find the fourth degree Taylor polynomial, T4(x), for f(x) at -: Que f(x) = 3 sin(x) Que a) Find the following derivatives of f(x). Ques Ques Preview f'(x) = 3cos(x) f'(z) = 3 cos(x) %3D Ques Ques Preview f"(x) = -3 sin(x) Ques f"(r) = -3sin(x) Ques Preview Sumn f" (2) = -3cos(x) f" (x) = -3 cos(r) %3D Preview f()- 3sin(x) f(4) (2) = 3 sin(x)

Find the fourth degree Taylor polynomial, T4(x), for f(x) at -: Que f(x) = 3 sin(x) Que a) Find the following derivatives of f(x). Ques Ques Preview f'(x) = 3cos(x) f'(z) = 3 cos(x) %3D Ques Ques Preview f"(x) = -3 sin(x) Ques f"(r) = -3sin(x) Ques Preview Sumn f" (2) = -3cos(x) f" (x) = -3 cos(r) %3D Preview f()- 3sin(x) f(4) (2) = 3 sin(x)

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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