Consider the function f(2)= تم 6 + e² (a) f(z) (Be^x5+^x)^2) (b) f is increasing for a (c) fis decreasing for a € (-infinityin(0)(in(8), infinit) (d) The local minima of foccur at none (15" (2) - (e) The local maxima off occur at a = in(6) (a) fis concave up for (infinity In this concave down for a ninfinity) (The infection points of f occur at a In Note: Input U, infinity, and -infinity for union, oc, and-ac, respectively if there are multiple answers, separate them by commas. If there is no answer, input none.
Consider the function f(2)= تم 6 + e² (a) f(z) (Be^x5+^x)^2) (b) f is increasing for a (c) fis decreasing for a € (-infinityin(0)(in(8), infinit) (d) The local minima of foccur at none (15" (2) - (e) The local maxima off occur at a = in(6) (a) fis concave up for (infinity In this concave down for a ninfinity) (The infection points of f occur at a In Note: Input U, infinity, and -infinity for union, oc, and-ac, respectively if there are multiple answers, separate them by commas. If there is no answer, input none.
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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