Use Green's theorem to compute the area of one petal of the 40-leafed rose defined by r = 16 sin(20 θ).

It may be useful for recall that the area of a region D enclosed by a curve C can be expressed as A = [1/2]∫C x dy − y dx

It may be useful for recall that the area of a region D enclosed by a curve C can be expressed as A = [1/2]∫C x dy − y dx

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