∫ln2 w dw\int ln^2\:w\:dw∫ln2wdw
z=2+2iz=2+2iz=2+2i
log(a2bc)\log\left(a^2bc\right)log(a2bc)
cotθ tanθ \:\frac{cot\theta\:}{tan\theta\:\:}tanθcotθ
∫x−2⋅cos(x)dx\int x^{-2}\cdot\cos\left(x\right)dx∫x−2⋅cos(x)dx
(3x2−5xy2)dx−5x2ydy=0\left(3x^2-5xy^2\right)dx-5x^2ydy=0(3x2−5xy2)dx−5x2ydy=0
24a2−12ab24a^2-12ab24a2−12ab
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