5−6+1−8−2+6+45-6+1-8-2+6+45−6+1−8−2+6+4
tangentetangentetangente
128⋅6128\cdot6128⋅6
ddx(cos(x2)+4y2=4sen(y2))\frac{d}{dx}\left(cos\left(x^2\right)+4y^2=4sen\left(y^2\right)\right)dxd(cos(x2)+4y2=4sen(y2))
(92pq2+3r9)2\left(\frac{9}{2}pq^2+3r^9\right)^2(29pq2+3r9)2
16−8−2+10−∣3+7−13∣16-8-2+10-\left|3+7-13\right|16−8−2+10−∣3+7−13∣
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