I really appreciate all the help. I almost have what I am looking for, but
when I run all the code, I do not get the graph that it should be. Here is
my code for #1:
myArc=polar_plot(4,(0,3*pi/2),ymin=4,fill=true,fillcolor='blue',axes_labels=['x','y'],fontsize
=16)
b=arrow((-4,0),(4,0),color="black")
c=arrow((0,-4),(0,4),color="black")
t=text("R",(2,2),fontsize=20,color='black')
figure1=myArc+b+c+t
figure1.show()
If someone would not ind pointing out where I am going wrong, I would be
grateful, and many thanks!!!
-Michael D
On Sunday, July 8, 2012 10:44:31 AM UTC-4, The Doctor (Michael) wrote:
>
> Hullo.
>
> I am new to Sage, but am hoping that Sage will provide a good alternative
> to Maple, and MatLab; and that I can use Sage in my new job.
>
> Basically, I am now a solution author for Chegg and will be writing
> solutions for Calculus and Analysis textbooks mainly. For my 1st
> assignment, I need to be able to draw various regions (domains) to aid in
> setting up iterated integrals in rectangular and polar coordinates (and
> eventually spherical and cylcindrical coordinates as well).
>
>
> Right now, I have 2 questions.
>
> (1) I need to use Sage to graph three-fourths of a circle with radius = 4
> (from 0 to 3*pi/2). Then I also need for the area between this arc and the
> x-axis (for Quadrants 1 and 2) and the y-axis (for Quadrant 3) to be shaded
> and I need x and y labels for the coordinate system.
>
> (2) I need to be able to draw a region D, where D is a triangular region
> with vertices (0,0), (2,1), (0,3).
>
> I have literally just started using Sage (and am not *terribly* efficient
> with MatLab, and Maple) and need some help here. Thanks,
>
> -Michael D
>
>
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