ddx(x3+6xy+5y3=0)\frac{d}{dx}\left(x^3+6xy+5y^3=0\right)dxd(x3+6xy+5y3=0)
1748−50+736−828+584−7731748-50+736-828+584-7731748−50+736−828+584−773
ddx(6x3x3+1)\frac{d}{dx}\left(\frac{6x^3}{x^3+1}\right)dxd(x3+16x3)
4a⋅3a+4ab−3ab−b⋅b4a\cdot3a+4ab-3ab-b\cdot b4a⋅3a+4ab−3ab−b⋅b
1=a⋅logb(x)+c1=a\cdot\log_b\left(x\right)+c1=a⋅logb(x)+c
−xy2z3(xy2z3)−1\frac{-xy^2z^3}{\left(xy^2z^3\right)^{-1}}(xy2z3)−1−xy2z3
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