If \(y = {x^n}logcosx + \frac{{xlogx}}{{sin{x^2}}}\) then dy/dx
1
\(\frac{{sin{x^2}\left( {1 + logx} \right) - xlogxco{s^2}2x}}{{{{\left( {sin{x^2}} \right)}^2}}}\)
2
nxn - 1logcosx
3
- xntanx
4
\(n{x^{n - 1}}logcosx - {x^n}tanx + \frac{{sin{x^2}\left( {1 + logx} \right) - xlogxco{s^2}2x}}{{{{\left( {sin{x^2}} \right)}^2}}}\)
5
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