y=(2x+3)5, dy/dx=10(2x+3)4, y=5(2x+3)3, dy/dx=30(2x+3)2, y=(2x+3)-5, dy/dx=-10(2x+3)-6, y=(2x+3)-3, dy/dx=-6(2x+3)-4, y=sin(2x), dydx=2cos(2x), y=sin2(x), dy/dx=2sin(x)cos(x), y=cos2(x), dy/dx=-2sin(x)cos(x), y=e(2x+3), dy/dx=2e(2x+3), y=e(x^2+3x), dy/dx=(2x+3)e(x^2+3x), y=ln(2x+3), dy/dx=2/(2x+3), y=ln(x2+3x), dy/dx=(2x+3)/(x2+3x), y=tan(2x+3), dy/dx=2sec2(2x+3)
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Differentiation
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Fdavidson1
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