(2x3+9x2)4\left(2x^3+9x^2\right)^4(2x3+9x2)4
−2m+3n−6:3m−8n:−5m+24y+2z-2m+3n-6:3m-8n:-5m+24y+2z−2m+3n−6:3m−8n:−5m+24y+2z
(4x3+5)3(5x3+2)2\frac{\left(4x^3+5\right)^3}{\left(5x^3+2\right)^2}(5x3+2)2(4x3+5)3
xy−7x2+3x3−2xxy-7x^2+3x^3-2xxy−7x2+3x3−2x
a2b+aa^2b+aa2b+a
(2x−34x+2)≤1\left(\frac{2x-3}{4x+2}\right)\le1(4x+22x−3)≤1
x2−5x + 6x2 +x − 2 + x2 + x−20 x2 −3x − 4 \frac{x^2-5x\:+\:6}{x^2\:+x\:-\:2}\:+\:\frac{x^2\:+\:x-20\:}{x^2\:-3x\:-\:4}\:x2+x−2x2−5x+6+x2−3x−4x2+x−20
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