If f(x)=1xp (0<x≤1) then f∈L[0,1] if p<1 and
∫10f=11+p
I know that non negative measurable function f is Lebesgue integrable on [a,b] if
∫baf=limn→∞∫bafn
If this limit is finite then function is Lebesgue integrable.
but how can i find fn for this function? please help me.Thanks in advance.
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