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All published worksheets from http://sagenb.org

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var('t') parametric_plot( (cos(t), sin(t)), (t, 0, 3*pi/2), axes_labels=('x', 'y'))
var('t') r=(cos(t), sin(t)) tbounds=(0, 2*pi) tmin,tmax=tbounds @interact def myplot(tt=slider(tmin.n(), tmax.n(),default=((tmin+tmax)/2).n())): p=parametric_plot(r, (t, tmin, tmax),alpha=0.5) background=parametric_plot(r, (t, tmin, tt),thickness=3) show(p+background)
var('t') r=(cos(t), sin(t), 2) tbounds=(t,0,2*pi) parametric_plot(r, tbounds)
var('t') r=(cos(t), sin(t), t) tbounds=(t,0,4*pi) parametric_plot(r, tbounds)
# 21 in 13.1 var('t') r=(t*cos(t), t, t*sin(t)) tbounds=(t,0,10*pi) parametric_plot(r, tbounds)
# 22 in 13.1 var('t') r=(cos(t), sin(t), 1/(1+t^2)) tbounds=(t,-4*pi,4*pi) parametric_plot(r, tbounds)
# 23 in 13.1 var('t') r=(t, 1/(1+t^2), t^2) tbounds=(t,-20,20) parametric_plot(r, tbounds)
# 24 in 13.1 var('t') r=(cos(t), sin(t), cos(2*t)) tbounds=(t,-4*pi,4*pi) parametric_plot(r, tbounds)
# 25 in 13.1 var('t') r=(cos(8*t), sin(8*t), e^(0.8*t)) tbounds=(t,0,pi) parametric_plot(r, tbounds)
# 26 in 13.1 var('t') r=((cos(t))^2, (sin(t))^2, t) tbounds=(t,-2*pi,2*pi) parametric_plot(r, tbounds)