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Question # 2. (a) Find each of the slopes of the two tangent lines that exist at the unique point where the polar curve, r

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Question # 2. (a) Find each of the slopes of the two tangent lines that exist at the unique point where the polar curve, r = sin crosses over itself. (b) Find all the points on the parametric curve, (x, y) = (cos(t) + tsin(t), sin(t) - tcos(t)), t > 0, where the tangent lines are vertical

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