23 a4b3c2; a=7; b=10; c=5\frac{2}{3}\:a^4b^3c^2;\:a=7;\:b=10;\:c=532a4b3c2;a=7;b=10;c=5
∫ 5xx−129dx\int\:\:5x\sqrt[29]{x-1}dx∫5x29x−1dx
(m3−4m+m2−1)(m3+1)\left(m^3-4m+m^2-1\right)\left(m^3+1\right)(m3−4m+m2−1)(m3+1)
(w2+3w)(3w+6w2) \left(w^2+3w\right)\left(3w+6w^2\right)\:(w2+3w)(3w+6w2)
x+3x−2>2\frac{x+3}{x-2}>2x−2x+3>2
m3−n3m^3-n^3m3−n3
2x+1≥x+32x+1\ge x+32x+1≥x+3
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