ddx(x3sec(ln(x)))=\displaystyle\frac{d}{dx} \left( x^3 \sec(\ln(x)) \right) = dxd(x3sec(ln(x)))=
3x2sec(ln(x))tan(ln(x))3x^2 \sec(\ln(x)) \tan(\ln(x))3x2sec(ln(x))tan(ln(x))
3x2sec(ln(x))+x2tan(ln(x))3x^2 \sec(\ln(x)) + x^2 \tan(\ln(x))3x2sec(ln(x))+x2tan(ln(x))
3x3sec(ln(x))tan(ln(x))x\displaystyle\frac{3x^3 \sec(\ln(x)) \tan(\ln(x))}{x}x3x3sec(ln(x))tan(ln(x))
x2sec(ln(x))[3+tan(ln(x))]x^2 \sec(\ln(x))[3 + \tan(\ln(x))]x2sec(ln(x))[3+tan(ln(x))]
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