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 pas

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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
A

2\alpha+\beta+2\gamma+2=0

B

2\alpha-\beta+2\gamma+4=0

C

2\alpha+\beta-2\gamma-10=0

D

2\alpha-\beta+2\gamma-8=0

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