How would you find the inflection point for the following problem:
NOTE: I worked out most of this problem, it gives you the initial function and then asks you to do the following things:
(a)Find the intervals of increase and decrease.
(b)Find local maximum and minimum values.
(c)Find the interval of concavity and the inflection points.
(d)Use the information from (a)-(c) to sketch the graph.
-I did everything except find the inflection points and sketch the graph.-
H is increasing on: [-(infinity), 1/5] and [1,(infinity)]
H is decreasing on: [1/5, 1]
Local max at:
Local min at:
1: h'(1) = 0
h is concave up on intervals [-.77,0], [.77, (infinity)]
h is concave down on intervals [-(infinity), -.77], [0,.77]
Let me know if you need any more information or if I made a mistake somewhere along the way.