How do you integrate $int e^(5x)(5)dx$ ?

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Answer 1 · 2017-02-28T01:19:23

$int \ e^(5x)(5) \ dx = e^(5x) + c$

We can rewrite the integrand to get:

$int \ e^(5x)(5) \ dx = 5 \ int e^(5x) \ dx$
$" " = (5 e^(5x))/5 + c$
$" " = e^(5x) + c$

How do you integrate int e^(5x)(5)dxint e^(5x)(5)dx?