∫ ce−2cdc\int\:ce^{-2c}dc∫ce−2cdc
(3xy2 )5\left(3xy^2\:\right)^5(3xy2)5
273a4b5⋅8a23b\sqrt[3]{27}a^4b^5\cdot\sqrt[3]{8a^2}b327a4b5⋅38a2b
∫(sin6xcos5x)dx\int\left(sin^6xcos^5x\right)dx∫(sin6xcos5x)dx
28 : (−2)28\::\:\left(-2\right)28:(−2)
limx→6((x+10)2−4x−6)\lim_{x\to6}\left(\frac{\left(x+10\right)^2-4}{x-6}\right)x→6lim(x−6(x+10)2−4)
dydx=1x+23\frac{dy}{dx}=\frac{1}{\sqrt[3]{x+2}}dxdy=3x+21
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