Epsilon delta 2

7 Let f : R 7→ R be a function with

sup x∈R |f(x)| ≤ B

for a finite number B. Show by an ε − δ argument that the function F : R 7→ R given by

F(x) = integral from 0-x f(s)ds

is continuous at each point x0 ∈ R.

  • Mathe Mathe

    Bounty is way too low.


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Erdos Erdos
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