V2x-x2 On converting into polar coordinates, (x +y?)dxdy is The mass of the lamina in the...
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V2x-x2 On converting into polar coordinates, (x² +y?)dxdy is The mass of the lamina in the form of cardioids r = a(1 + cost) whose density varies as the square of the distance from the initial line is computed using The area inside the circle r = asine and outside the Cardioid r = a(1- cost) is given by V2x-x2 On converting into polar coordinates, (x² +y?)dxdy is The mass of the lamina in the form of cardioids r = a(1 + cost) whose density varies as the square of the distance from the initial line is computed using The area inside the circle r = asine and outside the Cardioid r = a(1- cost) is given by
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