∞+250\infty+250∞+250
2x+1>2−1x2x+1>2-1x2x+1>2−1x
3x2+18xy−2x−12y3x^2+18xy-2x-12y3x2+18xy−2x−12y
x4−3x2+2x+2x−1\frac{x^4-3x^2+2x+2}{x-1}x−1x4−3x2+2x+2
3323\sqrt{\frac{\sqrt{3}}{\sqrt{3}}}{2\sqrt{3}}3323
(4m3−5n4)3\left(4m^3-5n^4\right)^3(4m3−5n4)3
3x2−25−x2+13>x2+x15\frac{3x^2-2}{5}-\frac{x^2+1}{3}>\frac{x^2+x}{15}53x2−2−3x2+1>15x2+x
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