3x+8≤x+203x+8\le x+203x+8≤x+20
(y2+xy−x2)dx−(x2)dy=0\left(y^2+xy-x^2\right)dx-\left(x^2\right)dy=0(y2+xy−x2)dx−(x2)dy=0
limx→1 (ax3−ax2ax2−ax)\lim_{x\to1\:}\left(\frac{ax^3-ax^2}{ax^2-ax}\right)x→1lim(ax2−axax3−ax2)
(3a3+4h)(3a3+4h)\left(3a^3+4h\right)\left(3a^3+4h\right)(3a3+4h)(3a3+4h)
54⋅4\frac{5}{4}\cdot445⋅4
∫ln2x3dx\int\ln^2x^3dx∫ln2x3dx
2x−2=xx−2−2\frac{2}{x-2}=\frac{x}{x-2}-2x−22=x−2x−2
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