① an=2n+1 a3=a1+2d S4=4a1+6d=24 4a3=4a1+8d S4-4a3= -2d = -4 ∴d=2a1=3 → an=2n+1 ② 设 bn=4n-1 Tn=b1+b2+b3+……+bn a1+a3+a5+...+a2n+1=T(n+1)= 2n^2 + 5n +3 ③ 易知 Sn=n^2 +2n 则Sn/n= n+2 Pn=1/2 ( n^2 + 5n)