己知an是等差数列 a2+a4=6 a5=5 {bn}满足bn=an(an+1)则1/b1+1/b2+……+1/bn等于

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己知an是等差数列a2+a4=6a5=5{bn}满足bn=an(an+1)则1/b1+1/b2+……+1/bn等于己知an是等差数列a2+a4=6a5=5{bn}满足bn=an(an+1)则1/b1+

己知an是等差数列 a2+a4=6 a5=5 {bn}满足bn=an(an+1)则1/b1+1/b2+……+1/bn等于
己知an是等差数列 a2+a4=6 a5=5 {bn}满足bn=an(an+1)则1/b1+1/b2+……+1/bn等于

己知an是等差数列 a2+a4=6 a5=5 {bn}满足bn=an(an+1)则1/b1+1/b2+……+1/bn等于
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1-1/2+1/2-1/3+1/3-1/4.....+1/(n-1)-1/n=1-1/n