For the function f (a) = -3-4 1+4+4 with f' (프) = (20+1)' 2(162+-35) (2x+1)* 8+13 f" () %3D intercepts (0, -4 ), (-1, 0), (4,0) A. Find all asymptotes (vertical, horizontal) B. Find any critical values C. Find the relative max/min points D. Find intervals of increase and decrease E. Find the intervals of concave up/concave down and any inflection points Vertical Asymptote: Horizontal 0

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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-3-4
1+4 14
8+13
(2m+1)"
2(16z+35)
(2x+1)*
For the functionf (a) =
with f' (x) =
" () =
%3D
intercepts (0, -4 ), (-1, 0), (4,0)
A. Find all asymptotes (vertical, horizontal)
B. Find any critical values
C. Find the relative max/min points
D. Find intervals of increase and decrease
E. Find the intervals of concave up/concave down and any inflection points
Vertical Asymptote:
Horizontal Asymptote:
Critical Values:
Relative Max:
Relative Min:
Intervals of Increase:
as
Intervals of decrease:
Concave Up:
Concave Down:
Inflection Points:
Transcribed Image Text:-3-4 1+4 14 8+13 (2m+1)" 2(16z+35) (2x+1)* For the functionf (a) = with f' (x) = " () = %3D intercepts (0, -4 ), (-1, 0), (4,0) A. Find all asymptotes (vertical, horizontal) B. Find any critical values C. Find the relative max/min points D. Find intervals of increase and decrease E. Find the intervals of concave up/concave down and any inflection points Vertical Asymptote: Horizontal Asymptote: Critical Values: Relative Max: Relative Min: Intervals of Increase: as Intervals of decrease: Concave Up: Concave Down: Inflection Points:
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