(−x−3y+5z)2\left(-x-3y+5z\right)^2(−x−3y+5z)2
∫tan3(x)⋅sec32x dx\int tan^3\left(x\right)\cdot sec^{\frac{3}{2}}x\:dx∫tan3(x)⋅sec23xdx
−(y−12)(y−7)-\left(y-12\right)\left(y-7\right)−(y−12)(y−7)
51,6−0,62451,6-0,62451,6−0,624
xy′=lnxxy'=lnxxy′=lnx
(4a5b3c)(8ab5c3)\left(4a^5b^3c\right)\left(8ab^5c^3\right)(4a5b3c)(8ab5c3)
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