1.

The sequence {a_(n)} is defined by formula a _(0) =4 and a _(m +1)=a _(n)^(2) -2a_(n) + 2forn ge 0. Let the sequence { b _(n)} is defined by formula b _(0) =1/2 and b _(n) = (2 a_(0) a _(1) a _(2)……a _(n-1))/(AA n ge 1. The sequence {b _(n)}satisfies the recurrence formula :

Answer»

`b _(N+1)=(2B _(n ))/(1- b _(n)^(2))`
`b _(n+1)=(2b _(n ))/(1+ b _(n)^(2))`
`(b _(n ))/(1+ b _(n)^(2))`
`(b _(n ))/(1- b _(n)^(2))`

Answer :B


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