The graph of r = aθ in polar coordinates is an example of the spiral of Archimedes. With your calculator set to radian
mode, use the given value of a and interval of θ to graph the spiral in the window specified.
-$a = 2 , - 3 \pi \leq \theta \leq 3 \pi , [ - 20,20 ]$ by $[ - 20,20 ]$

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The Answer of The graph of r = aθ in polar coordinates is an example of the spiral of Archimedes. With your calculator set to radian
mode, use the given value of a and interval of θ to graph the spiral in the window specified.
-$a = 2 , - 3 \pi \leq \theta \leq 3 \pi , [ - 20,20 ]$ by $[ - 20,20 ]$

The Graph of R = Aθ in Polar Coordinates Is a=2,−3π≤θ≤3π,[−20,20]a = 2 , - 3 \pi \leq \theta \leq 3 \pi , [ - 20,20 ]a=2,−3π≤θ≤3π,[−20,20]

The Graph of R = Aθ in Polar Coordinates Is $a = 2 , - 3 \pi \leq \theta \leq 3 \pi , [ - 20,20 ]$