I have the recursive sequence
$x_0=a$
$x_{n+1} = {x_n{({x_n \over {x_n+7}}+43)^3}}$
could we find the n-th term formula, as we have such for geometric progression.
May be you have any suggestion for good book where such question investigated.
I have the recursive sequence
$x_0=a$
$x_{n+1} = {x_n{({x_n \over {x_n+7}}+43)^3}}$
could we find the n-th term formula, as we have such for geometric progression.
May be you have any suggestion for good book where such question investigated.
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