Hello and thank you very much for your timely response. I have worked with your procedure this morning and I am very impressed with how simple your script looks in relation to others I have found or that have been suggested to me. Procedures may not be as hard as I had anticipated, though I am still struggling with creating them. Regarding your response...I am applying this procedure to vector function r(x)=<cos(x), sin(x), exp(sin(x))>. Your procedure returns great plots and, as I said, is a simple command line, I really enjoy the functionality of it. HOwever, given your apparent expertise in the subject, would you attempt to excecute your procedure for the same function? When I named them, the plots of the first two (cos and sin) seem great, but I am uncertain regarding the plot of [exp(sin(x))].

Also, it may be helpful if I could find out how to publish a plot in my posts as well, similarly to what you did above.

Thanks again for all the help!

Hello and thank you very much for your timely response. I have worked with your procedure this morning and I am very impressed with how simple your script looks in relation to others I have found or that have been suggested to me. Procedures may not be as hard as I had anticipated, though I am still struggling with creating them. Regarding your response...I am applying this procedure to vector function r(x)=<cos(x), sin(x), exp(sin(x))>. Your procedure returns great plots and, as I said, is a simple command line, I really enjoy the functionality of it. HOwever, given your apparent expertise in the subject, would you attempt to excecute your procedure for the same function? When I named them, the plots of the first two (cos and sin) seem great, but I am uncertain regarding the plot of [exp(sin(x))].

Also, it may be helpful if I could find out how to publish a plot in my posts as well, similarly to what you did above.

Thanks again for all the help!

Thanks for the great response...I really enjoy experimenting with Maple, I feel as though I lost touch with it in switching from Maple 8 to 14...and spending just over a year away from any type of Maple. I actually posted twice accidentally, and now cannot find how to delete the older post. Needless to say, I have another question regarding your procedure. I attempted this script, and substituted my own functions for r(x)=<cos(x), sin(x), exp(sin(x))>. In doing so, the plot of cos(x) seems fine. The plot of sin(x) seems fine, but perhaps not the curvature. What I still cannot get, is how to enter and plot the info for the final component of this vector function (exp(sin(x))). Even in this procedure it returns an empty plot, as I have received for days now. Any help?

Thanks for the great response...I really enjoy experimenting with Maple, I feel as though I lost touch with it in switching from Maple 8 to 14...and spending just over a year away from any type of Maple. I actually posted twice accidentally, and now cannot find how to delete the older post. Needless to say, I have another question regarding your procedure. I attempted this script, and substituted my own functions for r(x)=<cos(x), sin(x), exp(sin(x))>. In doing so, the plot of cos(x) seems fine. The plot of sin(x) seems fine, but perhaps not the curvature. What I still cannot get, is how to enter and plot the info for the final component of this vector function (exp(sin(x))). Even in this procedure it returns an empty plot, as I have received for days now. Any help?

@PatrickT 

I appreciate your speedy reply. I am in the process of modifying your script some. Than procedure will produce 2 separate plots, the first being f(x), the second being the derivative, f'(x). Instead, I am going to fool with this to see if a) the output can be made in the first plot only and b) that the second function to be plotted is the  curvature function of f(x). I hope I have made this more clear, as I am not looking for the curvature defined by the derivative, but the actual function of curvatute, to be plotted on the same graph. If I can some up with something I'll report it here. I have another contribution I may meld with this one.

Thanks

@PatrickT 

I appreciate your speedy reply. I am in the process of modifying your script some. Than procedure will produce 2 separate plots, the first being f(x), the second being the derivative, f'(x). Instead, I am going to fool with this to see if a) the output can be made in the first plot only and b) that the second function to be plotted is the  curvature function of f(x). I hope I have made this more clear, as I am not looking for the curvature defined by the derivative, but the actual function of curvatute, to be plotted on the same graph. If I can some up with something I'll report it here. I have another contribution I may meld with this one.

Thanks