6x2+23x2+4x+15x2+3\frac{6x^2+23x^2+4x+15}{x^2+3}x2+36x2+23x2+4x+15
(x+6)2+(4x−2)2=(5x)2\left(x+6\right)^2+\left(4x-2\right)^2=\left(5x\right)^2(x+6)2+(4x−2)2=(5x)2
5m2+2v−3mv+2v5m^2+2v-3mv+2v5m2+2v−3mv+2v
∫arctan(x4)dx\int\arctan\left(x^4\right)dx∫arctan(x4)dx
12x+1\frac{1}{2\sqrt{x+1}}2x+11
2y3−6ay2−y+3a2y^3-6ay^2-y+3a2y3−6ay2−y+3a
(8x3y2z5).(6x3yz2)\left(8x^3y^2z^5\right).\left(6x^3yz^2\right)(8x3y2z5).(6x3yz2)
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