For each positive integer \( n \), define a function \( f_{n} \) on \( [0,1] \) as follows : \[ ...

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For each positive integer \( n \), define a function \( f_{n} \) on \( [0,1] \) as follows : \[ ... For each positive integer \( n \), define a function \( f_{n} \) on \( [0,1] \) as follows : \[ ...
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For any positive integer n, define f_n:(0, ∞) → R as f_n(x)=∑_j=1^ntan ^-1(1/1+(x+j)(x+j-1)) for ... For any positive integer n, define f_n:(0, ∞) → R as f_n(x)=∑_j=1^ntan ^-1(1/1+(x+j)(x+j-1)) for ...
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