dydx=8e−4x+1\frac{dy}{dx}=8e^{-4x}+1dxdy=8e−4x+1
sen6xsenxsen6xsenxsen6xsenx
16−8x+4x216-8x+4x^216−8x+4x2
dydx+7=e2x\frac{dy}{dx}+7=e^{2x}dxdy+7=e2x
10d−2fd−3d10d-2fd-3d10d−2fd−3d
dxdy(xy=x2y+1)\frac{dx}{dy}\left(\sqrt{xy}=x^2y+1\right)dydx(xy=x2y+1)
30x2−15y+27x−18y30x^2-15y+27x-18y30x2−15y+27x−18y
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