Matrices

Let and be the distinct roots of the equation x2+x-1=0. Consider the set T=\1, , \. For a 3 3 matrix M= (aij )3 3, define Ri=ai1+ai2+ai3 and Cj=a1j+a2j+a3j for i=1,2,3 and j=1,2,3. Match each entry in List-I to the correct entry in List-II.

1. (P) → (4) (Q) → (2) (R) → (5) (S) → (1)
2. (P) → (2) (Q) → (4) (R) → (1) (S) → (5)
3. (P) → (2) (Q) → (4) (R) → (3) (S) → (5)
4. (P) → (1) (Q) → (5) (R) → (3) (S) → (4)