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Axis of the parabola is the line x + y = 0 and distances of its vertex and directrix from origin are 2 and 32 respectively. If vertex lies in second and focus in fourth quadrant, then equation of parabola is (A) (x + y)2 = 8(x + y – 2) (B) (x + y)2 = 4(x – y + 2) (C) (x + y)2 = 16(x – y + 2) (D) (x + y)2 = 8(x – y + 2)

Axis of the parabola is the line x + y = 0 and distances of its vertex and directrix from origin are 2 and 32 respectively. If vertex lies in second and focus in fourth quadrant, then equation of parabola is
(A) (x + y)2 = 8(x + y – 2) (B) (x + y)2 = 4(x – y + 2)
(C) (x + y)2 = 16(x – y + 2) (D) (x + y)2 = 8(x – y + 2)
 

Grade:11

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