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Now plug these values back into the first equation to find the y-coordinates of the intersection points: 02 +y2 =2(0) 0+y2 =0 y2 =0 y =0 and 22 +y2 =2(2) 4+y2 =4 y2 =0 y =0 The rectangular coordinates of the points of intersection are (0,0)and (2,0). Translating back into polar coordinates we find the intersections of the original curves are ...

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    Polar Coordinates and Equations Examples on polar coordinates and equations are presented along with their detailed solutions. We first review the Cartesian (or rectangualr) coordinates system. Let \( A \) be a point on the \( x y \) plane. In a Cartesian coordinate system, point \( A \) have two coordinates: \( x \) which is the signed distance from the \( y \) axis to the po

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    Math 122, Calculus & Analytic Geometry II, includes the different methods of integration. Students study transcendental functions, L'Hôpital's Rule, sequences and series, infinite series, power series, Taylor series, conic sections, polar coordinates, parametric equations, and mathematical modeling with differential equations. Free game creators, graphics and games created and shared by an energetic community of talented game makers and players. Make your own games using our platformer game maker, physics puzzle game maker, retro arcade creator and more.

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