Differentiate the function y = Oy' = Oy' = Oy' = y' = r sin r(1+cos x) (x+sin x)² sinx+x cos x 1+cos x sin æ+x cos x x+s

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Differentiate the function y = Oy' = Oy' = Oy' = y' = r sin r(1+cos x) (x+sin x)² sinx+x cos x 1+cos x sin æ+x cos x x+s

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Differentiate the function y = Oy' = Oy' = Oy' = y' = r sin r(1+cos x) (x+sin x)² sinx+x cos x 1+cos x sin æ+x cos x x+sin x sin æ+acos a x+sin x x sin x x+sin x x sinx(1+cos x) (x+sin x)²

Question 9 (1 point) 4) Listen ► Saved A circle of radius 1, centered at the point (2, 0), can be described by the equation (x - 2)² + y² = 1. As can be seen in the graph, there is a unique line passing through the origin which is tangent to the circle at a point inside the first quadrant. What is the slope of that line?

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