`int3e^(4x)dx`
Let `u=4x` then `du=4\ dx`. Our integral becomes:
`=int3(e^u)(du)/4` `=3/4inte^udu` `=3/4e^u+K` `=3/4e^(4x)+K`
`=int3(e^u)(du)/4`
`=3/4inte^udu`
`=3/4e^u+K`
`=3/4e^(4x)+K`