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-16x(2-x)(8+x) For some function f: R - {2} → R we have that f'(x)= = , All the values 6x-12 of x in which (x,(f(x)) represent points where the tangent line to the curve of f is horizontal correspond to: O a) z=2 Ob) ==0, x=-8, z=2 O c) z=-16, z=-8 O d) z = 0, z = -8

-16x(2-x)(8+x) For some function f: R - {2} → R we have that f'(x)= = , All the values 6x-12 of x in which (x,(f(x)) represent points where the tangent line to the curve of f is horizontal correspond to: O a) z=2 Ob) ==0, x=-8, z=2 O c) z=-16, z=-8 O d) z = 0, z = -8

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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For some function f: R-{2} → R we have that f'(x)= = -16x(2-x)(8+x) 6x-12 , All the values of x in which (x,(f(x)) represent points where the tangent line to the curve of f is horizontal correspond to: O a) == 2 Ob) ==0, x=-8, z=2 O c) z = -16, z = -8 Od) ==0, x=-8
Transcribed Image Text:For some function f: R-{2} → R we have that f'(x)= = -16x(2-x)(8+x) 6x-12 , All the values of x in which (x,(f(x)) represent points where the tangent line to the curve of f is horizontal correspond to: O a) == 2 Ob) ==0, x=-8, z=2 O c) z = -16, z = -8 Od) ==0, x=-8
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