Question

\[integrate => \int\limits 3^{2x}dx\]

Answer 1

Ohkay, Mr. Paul McCartney, let me provide you with a standard formula for this, and see if you can work this out:
\[\Large \int a^{px+q}.dx = \frac{a^{px+q}}{p(\ln a)}\]

a,p and q are constants.

Answer 2

2x=t
2dx=dt

\[\int\limits \frac{3^{t}dt}{2}\]
\[=\frac{1}{2} \frac{3^{t}}{\ln3}\]

Answer 3

\[\frac{1}{2}*3^{2x}*\frac{1}{\ln3}\]

Answer 4

|Thanks! :)