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f(x) = é ーx46x? J6-6x -6 A) e-+6z² (-6x³ + 12x) + 2/6 – 6x Calculate f (x) 1 2/6 – 6x B) e-+6z° (-6x5 + 12x) V6 – 6x +e-®+6*, -6 C) e-"+6z 6 – 6x + e=x®+6z². 2/6 – 6x -6 D) e-°+6x° (-6xr³ + 12x) V6 – 6x +e-°+&x², 2/6 – 6x

f(x) = é ーx46x? J6-6x -6 A) e-+6z² (-6x³ + 12x) + 2/6 – 6x Calculate f (x) 1 2/6 – 6x B) e-+6z° (-6x5 + 12x) V6 – 6x +e-®+6*, -6 C) e-"+6z 6 – 6x + e=x®+6z². 2/6 – 6x -6 D) e-°+6x° (-6xr³ + 12x) V6 – 6x +e-°+&x², 2/6 – 6x

Calculus: Early Transcendentals
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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f (x) = é ーx4 6x? 6-6x t. A) e-®+6z² (-6x³ + 12x) + -6 2/6 – 6x C f (x) c alculate B) 1 --º+6x² (-6x5 + 12x) V6 – 6x + e-º+6#², 2/6 – 6x C) e-"+6x* /6 – 6x + e¬a®+6x², -6 2/6 – 6x D) e-º+6x? (-6x³ + 12x) /6 – 6x + e¯ -e-zº+6z², 2/6 – 6x -6
Transcribed Image Text:f (x) = é ーx4 6x? 6-6x t. A) e-®+6z² (-6x³ + 12x) + -6 2/6 – 6x C f (x) c alculate B) 1 --º+6x² (-6x5 + 12x) V6 – 6x + e-º+6#², 2/6 – 6x C) e-"+6x* /6 – 6x + e¬a®+6x², -6 2/6 – 6x D) e-º+6x? (-6x³ + 12x) /6 – 6x + e¯ -e-zº+6z², 2/6 – 6x -6
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