** Q 2276501476. ** Consider the lines
`L_1 : (x-1)/2 = y/(-1) = (z +3 ) /(-1), L_2 : (x-4 ) /1 = (y+3)/1 = (z +3 )/2`
and the planes `P_1 :7x+ y+2z=3, P_2 =3x+5y-6z=4`. Let ax + by + cz = d be the equation of the plane passing through the point of intersection of lines `L_1` and `L_2`, and perpendicular to planes `P_1` and `P_2`
Match List I with List II and select the correct answer using the code `text( P Q R S )` given below respectively the lists:

List I | List II |

(P) | `a=` | (1) | 13 |

(Q) | `b=` | (2) | -3 |

(R) | `c=` | (3) | 1 |

(S) | `d=` | (4) | -2 |

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