I need some to double check my conclusions about a second derivative graph and what it tells me about the original function
I need to state all of my conclusions about F(x) and then all of my conclusion about F '(x) using F " (x)
I really meant to use lowercase f not F
For my conclusion about f(x) If f " (x) is positive then f(x) is concave up f(x) is concave up from (0,3) and (3, infinity)
For my conclusion about f(x) If f " (x) is negative then f(x) is concave down f(x) is concave down from (- infinity, 0)
Point of Inflection occurs when f " (x) changes sign so f(x) has a point of inflection at x=0
This is where I need my double check, did I make any incorrect statements?
looks good so far :) u may use graphs to double/triple check your conclusions http://prntscr.com/49ryul
@ganeshie8 Thanks you are awesome :)
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