3+2(3⋅3−2)3+2\left(3\cdot3-2\right)3+2(3⋅3−2)
∫5x4x5+43dx\int5x^4\sqrt[3]{x^5+4}dx∫5x43x5+4dx
−7 ⋅14-7\:\cdot14−7⋅14
limx→∞(2x4+35x3−x2−3)\lim_{x\to\infty}\left(\frac{2x^4+3}{5x^3-x^2-3}\right)x→∞lim(5x3−x2−32x4+3)
6x−1≤76x-1\le76x−1≤7
(78)+(35)−(100)−(−23)\left(78\right)+\left(35\right)-\left(100\right)-\left(-23\right)(78)+(35)−(100)−(−23)
∫x⋅cos(x)log(x2)\int x\cdot\cos\left(x\right)\log\left(x^2\right)∫x⋅cos(x)log(x2)
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