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Simplifying x(x + D) = -1y(2yD + 1) Reorder the terms: x(D + x) = -1y(2yD + 1) (D * x + x * x) = -1y(2yD + 1) (xD + x2) = -1y(2yD + 1) Reorder the terms: xD + x2 = -1y(1 + 2yD) xD + x2 = (1 * -1y + 2yD * -1y) xD + x2 = (-1y + -2y2D) Solving xD + x2 = -1y + -2y2D Solving for variable 'x'. Reorder the terms: xD + x2 + y + 2y2D = -1y + y + -2y2D + 2y2D Combine like terms: -1y + y = 0 xD + x2 + y + 2y2D = 0 + -2y2D + 2y2D xD + x2 + y + 2y2D = -2y2D + 2y2D Combine like terms: -2y2D + 2y2D = 0 xD + x2 + y + 2y2D = 0 The solution to this equation could not be determined.
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