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6r (x²+3)²¹ 14. Given f(x). f'(x) = ²+3 (m). Write "none" where appropriate. (a) Domain of f: (b) Intercepts: (e) Vertical asymptote(s): f"(x) = −8(x + 1)(x - 1) (x²+3)³ answer parts (a) through

6r (x²+3)²¹ 14. Given f(x). f'(x) = ²+3 (m). Write "none" where appropriate. (a) Domain of f: (b) Intercepts: (e) Vertical asymptote(s): f"(x) = −8(x + 1)(x - 1) (x²+3)³ answer parts (a) through

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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Q 14 I need only perfect soloution . If u are able to solve then attempt it otherwise no need to attempt this i request you plz
6x (x²+3)²¹ 2² 14. Given f(x)= f'(x)= x² +3' (m). Write "none" where appropriate. (a) Domain of f: (b) Intercepts: (c) Vertical asymptote(s): (d) Horizontal asymptote(s): (e) Interval(s) where f is increasing: (f) Interval(s) wehre f is decreasing: (g) Local Minimum at z = (h) Local Minimum at z = (i) Interval(s) where f is concave up: (j) Interval(s) where f is concave down: (k) z-coordinate(s) of Inflection point(s) for f: (1) Sketch the graph of f, label all asymptotes, local maximum and minimum points, and inflection points. -8(x+1)(x-1) (z²+3)³ f"(x) = answer parts (a) through
Transcribed Image Text:6x (x²+3)²¹ 2² 14. Given f(x)= f'(x)= x² +3' (m). Write "none" where appropriate. (a) Domain of f: (b) Intercepts: (c) Vertical asymptote(s): (d) Horizontal asymptote(s): (e) Interval(s) where f is increasing: (f) Interval(s) wehre f is decreasing: (g) Local Minimum at z = (h) Local Minimum at z = (i) Interval(s) where f is concave up: (j) Interval(s) where f is concave down: (k) z-coordinate(s) of Inflection point(s) for f: (1) Sketch the graph of f, label all asymptotes, local maximum and minimum points, and inflection points. -8(x+1)(x-1) (z²+3)³ f"(x) = answer parts (a) through
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