10sin(x)−6=4sin(x)−910\sin\left(x\right)-6=4\sin\left(x\right)-910sin(x)−6=4sin(x)−9
(x2y+xy)dydx=y2\left(x^2y+xy\right)\frac{dy}{dx}=y^2(x2y+xy)dxdy=y2
sec2xtan2x−tan3x\sec^2x\tan^2x-\tan^3xsec2xtan2x−tan3x
x−2≤0x-2\le0x−2≤0
2x−5x−4=1\frac{2}{x}-\frac{5}{x-4}=1x2−x−45=1
(−2m)⋅(3m2−2m+1)\left(-2m\right)\cdot\left(3m^2-2m+1\right)(−2m)⋅(3m2−2m+1)
∫−119−x2dx\int_{-1}^1\sqrt{9-x^2}dx∫−119−x2dx
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