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What you mean?
Integral of 3^x*e^x dx
The solution
The answer (Indefinite)
[src]
/
| x x
| x x 3 *e
| 3 *e dx = C + ----------
| 1 + log(3)
/
(log31+1)log33(log31+1)x
The graph
1
1 + ------
log(3)
1 3
- ------------------- + -------------------
/ 1 \ / 1 \
|1 + ------|*log(3) |1 + ------|*log(3)
\ log(3)/ \ log(3)/
log3+13log31+1−log3+11
=
1
1 + ------
log(3)
1 3
- ------------------- + -------------------
/ 1 \ / 1 \
|1 + ------|*log(3) |1 + ------|*log(3)
\ log(3)/ \ log(3)/
−(log(3)1+1)log(3)1+(log(3)1+1)log(3)3log(3)1+1
Use the examples entering the upper and lower limits of integration.