Find the value of \(\rm \int ({{1+sinx}\over cos^2x} +e^{3x} +3^x)dx\)

1
cotx - secx + \(\rm {e^{3x}\over 3} +{ \frac{3^x} {ln 3}}\)+ C
2
tanx + secx + \(\rm {e^{3x}\over 3} -{ \frac{3^x} {ln x}}\)+ C
3
tanx + cosecx + \(\rm {e^{3x}\over 3} +{ \frac{3^x} {ln 3}}\)+ C
4
tanx + secx + \(\rm {e^{3x}\over 3} +{ \frac{3^x} {ln 3}}\)+ C

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