1 | initial version |

There are several ways you can use `plot`

or similar functions.

use

`plot`

with the circle as the graphics object you already discovered:`sage: plot(circle((0, 0), 2))`

express y as a function of x for two half-circles (this will miss part of the circle):

`sage: p = plot(sqrt(4 - x^2), (-3, 3)) sage: q = plot(-sqrt(4 - x^2), (-3, 3)) sage: (p + q).show(aspect_ratio=1)`

use an implicit plot starting from an equation for the circle:

`sage: x, y = SR.var("x y") sage: implicit_plot(x^2 + y^2 - 4, (x, -3, 3), (y, -3, 3))`

use a parametric plot for the circle; here is one (there are many others):

`sage: t = var('t') sage: parametric_plot((2*cos(t), 2*sin(t)), (t, 0, 2*pi))`

In this case I would recommend the parametric plot rather than the functions or the implicit plot.

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