College Algebra
College Algebra
1st Edition
ISBN: 9781938168383
Author: Jay Abramson
Publisher: OpenStax
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A function is said to be Hoelder a continuous on [a, b] iff
|f(x) – f(x')| < C|x – a'|ª
for some G, α>0.
Show that if a > 1 then f is constant in [a, b).
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Transcribed Image Text:A function is said to be Hoelder a continuous on [a, b] iff |f(x) – f(x')| < C|x – a'|ª for some G, α>0. Show that if a > 1 then f is constant in [a, b).
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