There is no setting to automatically return in that way.
But you can set up utility procedures do various parts. For example
convert something into degpolar form (like convert to polar, but with degrees rather than radian as the context)
pretty-printing (2D Math markup) of something in that degpolar form, in the manner you've shown
turning something in that form back into the usual complex form
First, some utility procedures, to illustrate,
restart;
`convert/degpolar`:=proc(x)
degpolar(abs(x),180/Pi*argument(x));
end proc:
`print/degpolar`:=proc(ma,ar)
uses Typesetting;
mrow(Typeset(`∠`(ma,ar)),mi("°"));
end proc:
`evalc/degpolar`:=proc(ma,ar)
ma*(cos(ar*Pi/180)+I*sin(ar*Pi/180));
end proc:
And now an example of use (for which I won't show the output since it gets marked up by the Maple GUI),
a := 1/2+sqrt(3)/2*I;
ans := convert(a, degpolar);
evalc(ans);
And now an example where you enter something in that form,
ex2 := degpolar(4, 225);
evalc(ex2);
I think that you'll find that the argument of 1/2+1/2*i*3^(1/2) is Pi/3, not 2*Pi/3.
If you want you could instead assign that convert/degpolar to ∠, and then be able to use the "angle" symbol from the left-panel palettes, for marked-up 2D Input. That might be more advanced than you're expecting. See also here and here (for code that attempts "phasors" in a few ways).
There is no setting to automatically return in that way.
But you can set up utility procedures do various parts. For example
degpolarform, in the manner you've shownFirst, some utility procedures, to illustrate,
And now an example of use (for which I won't show the output since it gets marked up by the Maple GUI),
And now an example where you enter something in that form,
I think that you'll find that the argument of
1/2+1/2*i*3^(1/2)isPi/3, not2*Pi/3.If you want you could instead assign that
convert/degpolarto∠, and then be able to use the "angle" symbol from the left-panel palettes, for marked-up 2D Input. That might be more advanced than you're expecting. See also here and here (for code that attempts "phasors" in a few ways).