if \(p_{1}\) ,\( p_{2}\) , \(p_{3}\)denotes the distance of the plane *2x - 3y + 4z+2=0* from the planes *2x - 3y + 4z + 6=0* ;*4x - 6y + 8z + 3=0* and *2x - 3y + 4z - 6=0* respectively then,

- \(p_{1}\) + 8 \(p_{2}\) - \(p_{3}\)=0
- \(p_{3}\) = 16 \( p_{2}\)
- 8 \(p_{2}\)= \(p_{1}\)

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