stonecoldgen
- 108
- 0
The problem is to find \int(cos5x)/(\sqrt{sinx})
I rewrote cos5x as cosx(1-sin2x)2, finally getting:
(cosx-2cosxsin2x+cosxsin4x)/\sqrt{sinx}
and I don't even know if this is the correct path, so, any advice would be appreciated.
I rewrote cos5x as cosx(1-sin2x)2, finally getting:
(cosx-2cosxsin2x+cosxsin4x)/\sqrt{sinx}
and I don't even know if this is the correct path, so, any advice would be appreciated.