[SOLVED] Urgent -f/g need not be uniformly continuous

I need help proving if D is compact, then f/g must be uniformly continuous on D.

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Originally Posted by student1001

I need help proving if D is compact, then f/g must be uniformly continuous on D.

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Unless there are other hypothsis the statement is false

counter example:

let



Both f and g are uniformly cont on D will work for all delta but

I am thinking that on D as well.