- #1
ardentmed
- 158
- 0
Hey guys,
I'm having trouble with this problem set I'm working on at the moment. I'd appreciate some help with this question:
(I'm only asking about question one. Please ignore question two)
I'm having trouble sketching this graph out. If f' and f'' are not defined at 2, does that mean that they are infinite? Also, is the limit as x approaches infinite is infinite, does that mean that it is pointing in the upwards direction and that there is no horizontal asymptote? Moreover, if f'(5)=0, I'm assuming that that means there is some sort of critical point present, in which case it should be a maximum according to the increasing and decreasing values surrounding x=0.
Am I on the right track? Can someone give me an estimation of what the graph should look like? I can upload a sketch of mine (which is probably partially incorrect), but a clean computer sketch would do wonders for me to visualize the problem.
Thanks in advance.
I'm having trouble with this problem set I'm working on at the moment. I'd appreciate some help with this question:
(I'm only asking about question one. Please ignore question two)
![08b1167bae0c33982682_23.jpg](http://www.use.com/images/s_2/08b1167bae0c33982682_23.jpg?is=true&ps=true&rand=396963534876)
I'm having trouble sketching this graph out. If f' and f'' are not defined at 2, does that mean that they are infinite? Also, is the limit as x approaches infinite is infinite, does that mean that it is pointing in the upwards direction and that there is no horizontal asymptote? Moreover, if f'(5)=0, I'm assuming that that means there is some sort of critical point present, in which case it should be a maximum according to the increasing and decreasing values surrounding x=0.
Am I on the right track? Can someone give me an estimation of what the graph should look like? I can upload a sketch of mine (which is probably partially incorrect), but a clean computer sketch would do wonders for me to visualize the problem.
Thanks in advance.