Find dy/dx for the equation y= 3x-5/×^2-4x
dydx=ddx(3x−5x2−4x)=3−5(−1(x2−4x)2⋅(2x−4))==3+10(x−2)(x2−4x)2\frac{dy}{dx}=\frac{d}{dx}\left( 3x-\frac{5}{x^2-4x} \right) =3-5\left( -\frac{1}{\left( x^2-4x \right) ^2}\cdot \left( 2x-4 \right) \right) =\\=3+\frac{10\left( x-2 \right)}{\left( x^2-4x \right) ^2}dxdy=dxd(3x−x2−4x5)=3−5(−(x2−4x)21⋅(2x−4))==3+(x2−4x)210(x−2)
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