12. The function f(x) and its first and second derivatives are as given below. 1-x x² (a) Domain of f(x) is (b) y-intercept is f(x) = x-2 f'(x) = ²-² f"(x) = x3 (c) Horizontal asymptote(s) is (d) Vertical asymptote(s) is and x-intercept is (e) Find the local maximum and local minimum. (f) Find the inflection points. 6-2x x4
12. The function f(x) and its first and second derivatives are as given below. 1-x x² (a) Domain of f(x) is (b) y-intercept is f(x) = x-2 f'(x) = ²-² f"(x) = x3 (c) Horizontal asymptote(s) is (d) Vertical asymptote(s) is and x-intercept is (e) Find the local maximum and local minimum. (f) Find the inflection points. 6-2x x4
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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12. The function f(x) and its first and second derivatives are as given below.
pts)
F1
1-x
ƒ(a) = 1=2ª, f'(x)
(a) Domain of f(x) is
(b) y-intercept is
22
(c) Horizontal asymptote(s) is
(d) Vertical asymptote(s) is
2
(f) Find the inflection points.
F2
(e) Find the local maximum and local minimum.
#
3
=
20
F3
x-2
x3
and x-intercept is
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F4
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X4
F5
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12. The function f(x) and its first and second derivatives are as given below.
pts)
F1
1-x
ƒ(a) = 1=2ª, f'(x)
(a) Domain of f(x) is
(b) y-intercept is
22
(c) Horizontal asymptote(s) is
(d) Vertical asymptote(s) is
2
(f) Find the inflection points.
F2
(e) Find the local maximum and local minimum.
#
3
=
20
F3
x-2
x3
and x-intercept is
$
4
000
F4
f"(x) =
111
675
%
6-2x
X4
F5
MacBook Air
6
F6
&
E
abc
X
Y
Z
7
(
F7
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