The first term of an A.P. of consecutive integer is p2 + 1. The sum of (2p + 1) terms of this series can be
expressed as
(B) (2p + 1) (p + 1)2
(A) (P + 1)2
(D) p3 + (p + 1)
(C) (+ 1)3

The first term of an A.P. of consecutive integer is p2 + 1. The sum of (2p + 1) terms of this series can be
expressed as
(B) (2p + 1) (p + 1)2
(A) (P + 1)2
(D) p3 + (p + 1)
(C) (+ 1)3