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can you give me an example of two discontinuous functions at a number a whose sum is not discontinuous at a?
thanks!:shy:
The discussion revolves around the topic of discontinuous functions, specifically seeking examples where the sum of two discontinuous functions results in a continuous function at a specific point.
The discussion is active, with participants sharing different perspectives on the problem. Some have provided analogies to illustrate the concept, while others are questioning the assumptions underlying the problem.
There is a mention of a task requirement to demonstrate that the sum of two discontinuous functions is not necessarily discontinuous, indicating a specific homework constraint.