If p, q, r are distinct, then value of \(\left|\begin{array}{lll}p & p^2 & 1+p^3 \\ q & q^2 & 1+q^3 \\ r & r^2 & 1+r^3\end{array}\right|\) is:
1
(1 + pqr) (q - p) (r - p) (r - q)
2
(1 - pqr) (q + p) (r + p) (r - q)
3
(1 + pqr) (q - p) (r + p) (r - q)
4
(1 - pqr) (q + p) (r - p) (r + q)