5⋅8+7⋅7+6⋅65\cdot8+7\cdot7+6\cdot65⋅8+7⋅7+6⋅6
3x2−x−153x^2-x-153x2−x−15
6x2+47x+356x^2+47x+356x2+47x+35
dydx=1−12y+4xy\frac{dy}{dx}=1-12y+4xydxdy=1−12y+4xy
∫2(2x+8)3dx\int2\left(2x+8\right)^3dx∫2(2x+8)3dx
−6x2+16x+16-6x^2+16x+16−6x2+16x+16
12−5x2≥x4+112-\frac{5x}{2}\ge\frac{x}{4}+112−25x≥4x+1
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