Assuming the continuity of sin and Theorem us, for example, that sin (ex) and are x ex, esin x both continuous. Although we now have a formal definition of continuity, some properties of continuous functions, such as the Intermediate Value Theorem, can be difficult to prove. For a further treatment of limits and continuity, see . Exercises and Problems for Section
Assuming the continuity of sin x and ex, Theorem us, for example, that sin (ex) and esin x are both continuous. Although we now have a formal definition of continuity, some properties of continuous functions, such as the Intermediate Value Theorem, can be difficult to prove. For a further treatment of limits and continuity, see . Exercises and Problems for Section
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