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Consider the function g and its first two derivatives given below. 51 ex g(x) = (x - 82)55 51 е Х(x- 137) g'(x) = 51 e* ((x - 137)? + (x- 82)57 + 92 g'"(x) = (x - 82)56 For all answers follow these instructions:

Consider the function g and its first two derivatives given below. 51 ex g(x) = (x - 82)55 51 е Х(x- 137) g'(x) = 51 e* ((x - 137)? + (x- 82)57 + 92 g'"(x) = (x - 82)56 For all answers follow these instructions:

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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​(a) What are the horizontal and verticle asymptotes of​ g?

(b) where is g increasing and decreasing?

(c) where does g have local minimum and maximum?

(d) Where is g concave up and down?

(e) where does g have inflection point?

 

Consider the function g and its first two derivatives given below. 51 ex 51 е Х(x- 137) g(x) = (x - 82)55 51 e* ((x - 137)? + (x- 82)57 + 92 g'(x) = g'"(x) = (x - 82)56 For all answers follow these instructions:
Transcribed Image Text:Consider the function g and its first two derivatives given below. 51 ex 51 е Х(x- 137) g(x) = (x - 82)55 51 e* ((x - 137)? + (x- 82)57 + 92 g'(x) = g'"(x) = (x - 82)56 For all answers follow these instructions:
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