a(n+2)=(2+i^2n)an+1+i^2n,求an
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a(n+2)=(2+i^2n)an+1+i^2n,求ana(n+2)=(2+i^2n)an+1+i^2n,求ana(n+2)=(2+i^2n)an+1+i^2n,求an(1)a(n+2)=(3/2+c
a(n+2)=(2+i^2n)an+1+i^2n,求an
a(n+2)=(2+i^2n)an+1+i^2n,求an
a(n+2)=(2+i^2n)an+1+i^2n,求an
(1)a(n+2)=(3/2+cosnπ/2)an-(1/2)*cosnπ+1/2
当n为偶数时,cosnπ=1,a(n+2)=(5/2)*an,列举观察即可求出an
当n为奇数时,cosnπ=0,a(n+2)=(3/2)an+1/2,用累加法算出an
(2)求出an后,即可求出Sn
a(n+2)=(2+i^2n)an+1+i^2n,求an
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