Clearly sketch the polar graphs of the following two equations in the same coordinate axis system. In addition, determine the area within the graph described by the first equation that lies outside the graph described by the second equation in the right-hand plane. r² = 16 cos (20) r = 3 cos0

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7= Find the area of the common interior of the polar equations = 2(1 + sine) and 7 = 2(1 - sine) by sketching the graph of the equations using the graphing utility. Select one: a. 4(3π-8) O b. 2(3-4) ○ c. 2(π-4) d. 4(3π+8) e. 2(3π-8)

Graph the following polar equation and set up the equation to find the area enclosed by the polar curve r = 3 + cos e. Use your calculator to compute the area.