Question: Show that if I := [a, b] and f : I R is increasing on I, then f is continuous at a if and
Show that if I := [a, b] and f : I → R is increasing on I, then f is continuous at a if and only if f (a) = inf{ f(x) : x ∈ (a, b]}.
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If L inffx x a b and 0 then there exists x a b with L fx L Since ... View full answer
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