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** Q 1648167903. ** In `R^3`, consider the planes `P_1:y=0` and `P_2:x+z=1`. Let `P_3` be a plane, different from `P_1` and `P_2`, which passes through the intersection of `P_1` and `P_2`. If the distance of the point `(0, 1, 0)` from `P_3` is `1` and the distance of a point `(\alpha, \beta, \gamma) ` from `P_3` is `2`, then which of the following relations is (are) true?

**JEE 2015 ADVANCED Paper 1**