dydx+x2y=0\frac{dy}{dx}+x^2y=0dxdy+x2y=0
(14x−x2)3\left(14x-x^2\right)^3(14x−x2)3
6x2+6x6x^2+6x6x2+6x
56mas 79\frac{5}{6}mas\:\frac{7}{9}65mas97
∫0πx sinx dx\int_0^{\pi}x\:sinx\:dx∫0πxsinxdx
cosx2+2sen2x2=12\frac{cosx}{2}+2sen^2\frac{x}{2}=\frac{1}{2}2cosx+2sen22x=21
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