7d+4d7d+4d7d+4d
∫cot2(x)sec4(x)dx\int\cot^2\left(x\right)\sec^4\left(x\right)dx∫cot2(x)sec4(x)dx
9+7r+17r+7 para r 99+7r+17r+7\:para\:r\:99+7r+17r+7parar9
x4−16y6x^4-16y^6x4−16y6
∫14x2+16x−20dx\int\frac{1}{\sqrt{4x^2+16x-20}}dx∫4x2+16x−201dx
xdydx+y=xcos(2x)x\frac{dy}{dx}+y=xcos\left(2x\right)xdxdy+y=xcos(2x)
(11a2b3+3ab)2\left(11a^2b^3+3ab\right)^2(11a2b3+3ab)2
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