II. Construct a sequence of cotinuous fn on [0,1] such that 1 o sin < 1, lim fn(x)dx = 0, BUT sequence (fn(x)) 0 converg

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II. Construct a sequence of cotinuous fn on [0,1] such that 1 o sin < 1, lim fn(x)dx = 0, BUT sequence (fn(x)) 0 converg

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Ii Construct A Sequence Of Cotinuous Fn On 0 1 Such That 1 O Sin 1 Lim Fn X Dx 0 But Sequence Fn X 0 Converg 1
Ii Construct A Sequence Of Cotinuous Fn On 0 1 Such That 1 O Sin 1 Lim Fn X Dx 0 But Sequence Fn X 0 Converg 1 (15.17 KiB) Viewed 196 times
analysis problem. please read carefully.
II. Construct a sequence of cotinuous fn on [0,1] such that 1 o sin < 1, lim fn(x)dx = 0, BUT sequence (fn(x)) 0 converges for no x in [0, 1] s 0
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