- 1 20 Points A Parametrized Curve Where X Y Coordinates Can Be Described By The Parametric Equa Tions X Sin Ao 1 (156.03 KiB) Viewed 22 times
1. (20 points) A parametrized curve where (x, y) coordinates can be described by the parametric equa- tions X = sin (ao
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1. (20 points) A parametrized curve where (x, y) coordinates can be described by the parametric equa- tions X = sin (ao
1. (20 points) A parametrized curve where (x, y) coordinates can be described by the parametric equa- tions X = sin (ao + 6) Y sin (bo) where is the parameter, is called a Lissajous curve with ratio. Generate a plot of the Lissajous curve for 0 ≤ ≤ 2 using 1000 increments where a = 2, b = 7, and 8 = . In the plot, grid must be turned on. The title of the plot should indicate that the figure is a Lissajous curve with ratio a/b using the format string f"Lissajous curve with ratio {a}/{b}".