数列{ a n }定义为:a 1 = cos θ,a n + a n + 1 = n sin θ + cos θ,n ≥ 1,则S 2 n + 1等于( )
(A)n cos θ + n ( n + 1 ) sin θ (B)( n + 1 ) cos θ + n ( n + 1 ) sin θ
(C)( n + 1 ) cos θ + ( n 2 + n 1 ) sin θ (D)n cos θ + ( n 2 + n 1 ) sin θ
数列{ a n }定义为:a 1 = cos θ,a n + a n + 1 = n sin θ + cos θ,n ≥ 1,则S 2 n + 1等于( )
(A)n cos θ + n ( n + 1 ) sin θ (B)( n + 1 ) cos θ + n ( n + 1 ) sin θ
(C)( n + 1 ) cos θ + ( n 2 + n 1 ) sin θ (D)n cos θ + ( n 2 + n 1 ) sin θ