4⋅4+20⋅24\cdot4+20\cdot24⋅4+20⋅2
(6−3x)2−(6+3x)2\left(6-3x\right)^2-\left(6+3x\right)^2(6−3x)2−(6+3x)2
x4−2x2+1x3+2\frac{x^4-2x^2+1}{x^3+2}x3+2x4−2x2+1
x5+2x4−x−8:x2−2x+1x^5+2x^4-x-8:x^2-2x+1x5+2x4−x−8:x2−2x+1
(2x+y)2+2(2x+y)+1\left(2x+y\right)^2+2\left(2x+y\right)+1(2x+y)2+2(2x+y)+1
cosx+tanxsenx−senx+tanx=tanxcosx+tanxsenx-senx+tanx=tanxcosx+tanxsenx−senx+tanx=tanx
(4x2+3x−2)32\sqrt[3]{\left(4x^2+3x-2\right)}^23(4x2+3x−2)2
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