∫xx4+36dx\int\frac{x}{x^4+36}dx∫x4+36xdx
∫e−2x+1e−2xdx\int\frac{\sqrt{e^{-2x}+1}}{e^{-2x}}dx∫e−2xe−2x+1dx
324g18−1324g^{18}-1324g18−1
3 sen2x=13\:sen^2x=13sen2x=1
∫−135x(6x+2) dx\int_{-1}^35x\left(6x+2\right)\:dx∫−135x(6x+2)dx
5∫(ex−1 4x)dx5\int\left(\frac{e^x-1}{\:4x}\right)dx5∫(4xex−1)dx
3x6−12x23x^6-12x^23x6−12x2
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