y=(6x2+4x)2x−3y=\left(6x^2+4x\right)^{2x-3}y=(6x2+4x)2x−3
dydx=−sin2xcos3y\frac{dy}{dx}=-\frac{sin2x}{cos3y}dxdy=−cos3ysin2x
tx=xlnxtx=xlnxtx=xlnx
(−2+5f)3\left(-2+5f\right)^3(−2+5f)3
tan2x=2tanx1+tan2xtan2x=2tanx1+tan2xtan2x=2tanx1+tan2x
n2n\frac{n^2}{n}nn2
4x3−40x2−5x+25x+3\frac{4x^3-40x^2-5x+25}{x+3}x+34x3−40x2−5x+25
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