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Evaluate the integral using integration by parts where possible. (2x + 1)/(e^(5x))dx
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Rules of exponents allows us to write it like this: \[\Large \int\limits\color{#DD4747 }{(2x+1)}\color{#008353 }{e^{-5x}\;dx}\]
\[\Large\bf \color{#DD4747 }{u},\qquad\qquad\color{#008353 }{dv}\]
oh okay forgot about that! so take the derivative of (2x+1) and the integral of e^(-5x)?
i think?
Yeah that's what I would do @austinsibbio
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