Question
- what is the integration of cosx 2
Joshi sir comment
cosx2 = (cos2)x
so ∫ (cos2)x dx = (cos2) x / logecos2
Solution by Joshi sir.
cosx2 = (cos2)x
so ∫ (cos2)x dx = (cos2) x / logecos2 + C formula ∫axdx = ax/logea
cosx2 = (cos2)x
so ∫ (cos2)x dx = (cos2) x / logecos2
cosx2 = (cos2)x
so ∫ (cos2)x dx = (cos2) x / logecos2 + C formula ∫axdx = ax/logea