001x2−06x+9001x^2-06x+9001x2−06x+9
sin 3x+1 =0sin\:3x+1\:=0sin3x+1=0
dydx=−5x3+2x−1\frac{dy}{dx}=-5x^3+2x-1dxdy=−5x3+2x−1
−2005-\frac{200}{5}−5200
∫(tan(5x+1)) dx\int\left(tan\left(5x+1\right)\right)\:dx∫(tan(5x+1))dx
4x>1004x>1004x>100
(7x−9)(7x + 9)\left(7x-9\right)\left(7x\:+\:9\right)(7x−9)(7x+9)
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