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Sequence converge uniformly?
Define f_{n}: (0,∞) → R, through f_{n} (x) = π*x*exp(-πx), x > 0.
Does the sequence converge uniformly in (0,∞) when n → ∞?
f_{n} = f subscript n
Can somebody please show me all the steps? Any ideas where i can start?
Homework Statement
Define f_{n}: (0,∞) → R, through f_{n} (x) = π*x*exp(-πx), x > 0.
Does the sequence converge uniformly in (0,∞) when n → ∞?
f_{n} = f subscript n
Can somebody please show me all the steps? Any ideas where i can start?