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If $$\frac{1}{y- x}, \frac{1}{2y}$$ and $$\frac{1}{y- z}$$ are in Arithmetic Progression, then the relation between x, y and z is given by
$$y^2 = xz$$
$$x + y = 2y$$
$$2y = x + z$$
$$2z = x + y$$
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