Question

Below is a graph of the circle r = 4 cos θ and the circle r = 2. y x −1 1 −2 2 −2 −1 1 2 3 4 (i) Find the polar coordinates of both intersection points of these two curves. (Note: show all of your work) (ii) Set up (but do not evaluate) an integral that represents the area inside of the circle r = 4 cos(θ) and outside of the circle r = 2. (Note: no work required

8 Problem 10: Below is a graph of the circle r = 4 cose and the circle r = 2. i 2 3 4 (i) Find the polar coordinates of both

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Answer #1

& for intersection points of zurves, equate 2 wrves 4 coso =2 como 0 - 60 1300 ( Intersection points are (MO)=(2,5),(2,5) 9-7

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