What is the integral of y=(e^(13x)+sin x)/10

In other words, we'll have to calculate the indefinite
integral of y.

Int [e^(13x)+sin x]dx/10 =
(1/10)*[Inte^(13x)dx + Int sin x dx ]

We'll calculate each
term of the sum:

Inte^(13x)dx = e^(13x)/13 +
c

Int sin x dx = -cos x +
c

We'll substitute the integrals by their results and we'll
get:

Int [e^(13x)+sin x]dx/10 = [e^(13x)]/130
- (cos x)/10 + c