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The following link provides help with using MuPAD to plot curves using parametric equations.
http://www.mathworks.com/help/symbolic/mupad_ref/plot-curve2d.html
(a) Figure 10 on page 643 of the text.
(b) Figure 12 on page 643 of the text.
(c) Figure IV from problem #28 on page 646 of the text (you must find the correct set
of parametric equations from the six listed in the problem).
(d) The cycloid curve produced from a wheel of radius 5 units rolling three complete
revolutions.
Hint: Use the Mesh option if the curve does not look smooth at first. The default value
is Mesh=121 (i.e. MuPAD plots 121 points of the curve in the parameter range that you
specify, so increasing this number may be necessary to produce a smooth curve).
tangent to that curve when θ =
2π3
. Then plot the tangent line on the same graph as the
cycloid curve.
Hint: while plot::Curve2d is used to generate plot objects using parametric equations,
for Cartesian equations plot::Function2d is used for creating a plot object.
e.g. plot1:=plot::Function2d(2*(x-4)+1,x=0..10) would create a plot object for a
straight line and assign it to the variable plot1. Use the display command to plot
multiple plot objects on the same set of axes (e.g. display(plot1,plot2,. . .)).
coordinates. The handout from class should serve as a guide for producing polar plots.
(a) Figure 17 on page 665.
(b) Figure I from problem #54 on page 667 of the text (you must find the correct polar
equation from the six listed in the problem)