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# True or False? In Exercises $73-78$ , determine whether the statement is true or false. If it is false, explain why or give an example that shows it is false.$$f^{\prime}(x)=g(x), then \int g(x) d x=f(x)+C$$

## false

Integrals

Integration

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{'transcript': "the question here. This weather, the integral next time is jail Baxter Yanks. Does he continue in a girl that works? Sorry. You know, grow of flex, Jax. Me times in a row. Three events, Jax. But I think that this is false. Why? Hello. Think to the cast and function. Creed backs inconstant 100 0 I mean, no max times to your folks. Jax is the integral 02 Yet this is just a constant animation. See? And the girl Relax. Yeah, thanks. Turns, you know, Max. Thanks. Yes, thanks. Close some Constantine times, some constant C. Some of these I'm not evil. Who could make sense?"}

University of Delaware

Integrals

Integration

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