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### Evaluating Piecewise Functions Worksheet

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## Evaluating Piecewise Features Worksheet

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Conversely, if converges to in norm, then converges to uniformly exterior of a null set (i.e. there exists a null set such that the restriction of to the complement of converges to the restriction of ). The second elementary theorem of calculus for absolutely continuous features. For any and any sufficiently small , or any and any sufficiently small . As is steady, the operate converges uniformly to on as . As the interval is bounded, thus converges to , and the claim follows.