∫tanxsin4x+cos4xdx is equal to
logetan2x+1+tan4x+C
12logetan2x+1+tan4x+C
14logtan2x+1+tan4x+C
none of these
Let
I=∫tanxsin4x+cos4xdx= l=∫tanxsec2xtan4x+1dx=12∫1tan2x2+1dtan2x⇒ I=12logetan2x+1+tan4x+C