![Could anyone help with part c? So far I set f' to g'' and believe that there is an inflection point at x=-1, but I am not sure about x=0 and x=2. Could anyone help with part c? So far I set f' to g'' and believe that there is an inflection point at x=-1, but I am not sure about x=0 and x=2.](https://i.redd.it/tvnq4whov8e51.jpg)
Could anyone help with part c? So far I set f' to g'' and believe that there is an inflection point at x=-1, but I am not sure about x=0 and x=2.
![SOLVED: Find the inflection points for the graph of h(x) = 5 + 2x^2 + 4. Use a graphing calculator to find the derivatives. Make sure you write down each derivative from SOLVED: Find the inflection points for the graph of h(x) = 5 + 2x^2 + 4. Use a graphing calculator to find the derivatives. Make sure you write down each derivative from](https://cdn.numerade.com/ask_images/24fa9753ce3c42fe94811632cd740dd5.jpg)
SOLVED: Find the inflection points for the graph of h(x) = 5 + 2x^2 + 4. Use a graphing calculator to find the derivatives. Make sure you write down each derivative from
![Section 2.6 Inflection Points and the Second Derivative Note: This is two day lecture, marked by and Calculator Required on all Sample Problems. - ppt download Section 2.6 Inflection Points and the Second Derivative Note: This is two day lecture, marked by and Calculator Required on all Sample Problems. - ppt download](https://slideplayer.com/1/256778/big_thumb.jpg)
Section 2.6 Inflection Points and the Second Derivative Note: This is two day lecture, marked by and Calculator Required on all Sample Problems. - ppt download
![Locating Inflection Points for Continuous Beam - LARS | LEAP | OpenBridge | OpenTunnel | RM Wiki - LARS | LEAP | OpenBridge | OpenTunnel | RM - Bentley Communities Locating Inflection Points for Continuous Beam - LARS | LEAP | OpenBridge | OpenTunnel | RM Wiki - LARS | LEAP | OpenBridge | OpenTunnel | RM - Bentley Communities](https://communities.bentley.com/resized-image/__size/940x0/__key/communityserver-wikis-components-files/00-00-00-00-15/IP.jpg)