(3z−5)(7z+1)\left(3z-5\right)\left(7z+1\right)(3z−5)(7z+1)
2x−4<x+32x-4<x+32x−4<x+3
∫(3x−5)−1dx\int\left(3x-5\right)^{-1}dx∫(3x−5)−1dx
4x2−3x−1; x=14x^2-3x-1;\:x=14x2−3x−1;x=1
∫x(5x−1)dx\int x\left(\sqrt{5x-1}\right)dx∫x(5x−1)dx
∫5sin(x)tan(x)dx\int5\sin\left(x\right)\tan\left(x\right)dx∫5sin(x)tan(x)dx
limx→−∞ 2−x2x\lim_{x\to-\infty}\:\frac{2^{-x}}{2^x}x→−∞lim2x2−x
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