When the axis are translated to the point - 1, 2 the transformed equation of a curve is expert + y square - 2 x + 4 y + 4 equal to zero find the original equation of the curve?
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When the origin is shifted to the point (h,k) without changing the direction of axes, new equation of the curve can be directly obtained by putting (x+h) in place of x and (y+k) in place of y in the given equation of the curve.
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