Thank you Mr. Hickman, and thank your developers also.

When I ask for developers I didn't mean really maplesoft developers, just people who likes trying new thing with a good e-learning tool.

The solution you propose is great, and we had been using it for a year now, just to make the students able to go to the mapleTA class from inside Moodle.

Now I was thinking in something like:

 

Please if somebody is interested look at www.cangur.org/p/tmp.html , becouse i can't insert html code here

But maybe without the mapleTA header, just with the internal frame and a button like, how did i do?

Well, I would prefered an offline editor, with latex capability for formulas, and maybe a Maple editor to introduce the algorithm,

but, in the mean time, with the resources we actually have i think latex authoring and edditing .qu is the best (in time and work) to develop questions, at least, to produce the formulas and write the question.

What I really hate is that with the examples of latex authoring i had discover a new question type: Matrix (yes i also read abut it on this forum) and graph capabilities (like sketch), so how many questions/options/newAndGreatThings are on MapleTA?

 

fcsc

Yes, I am almost sure we use that version, I also hope to move to 3.0 as soon as the college can afford it. But if i tell them that these problem is solved at the new version that will help to upgrade it. Thanks

I will answer the same as Mr Smith, with maple Graded questions when the answer isn't too obvious (i.e. the area of these square is?) we use to add a camp called solution pattern, something like:

Given the two lines $r and $l, find their relative position Solution pattern: 0 if they didn't cross, 1 if they are the same line and [x,y] if they cross at one point

This use to help students... (be careful, if they can do something wrong they will.. )

Thanks a lot both of you, i'm using de plots[display] and it worked as i want to.

Ok, as i used to do, i post it wrong, the maple sentence i used is with(geometry); point(p, 1, 1); draw(p(symbol = point), axes = normal, view = [-6 .. 6, -6 .. 6]) the one i want to use is with(geometry); point(p, 1, 1); draw(p(symbol = point), axes = normal, view = [-6 .. 6, -6 .. 6], gridlines = true) the error i'm getting is Error, (in geometry:-draw) wrong options: gridlines

Can you write the condition that you use to evaluate the correct answer?