Oscilloscope. Write a program that simulates the output of an oscilloscope and produces Lissajous patterns. These patterns are named after the French physicist, Jules A. Lissajous, who studied the patterns that arise when two mutually perpendicular periodic disturbances occur simultaneously. Assume that the inputs are sinusoidal, so that the following parametric equations describe the curve:
x(t) = Ax sin (wxt + θx)
y(t) = Ay sin (wyt + θy)
Take the six arguments Ax, wx, θx, Ay,wy, and θy from the command line.
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