4(x−7)<3(x−12)4\left(x-7\right)<3\left(x-12\right)4(x−7)<3(x−12)
dydx=5+19xxy2\frac{dy}{dx}=\frac{5+19x}{xy^2}dxdy=xy25+19x
∫cos2xsin2xsinxdx\int\frac{cos^2x}{sin^2x}sinxdx∫sin2xcos2xsinxdx
11−f<811-f<811−f<8
−a−8(1+3a)-a-8\left(1+3a\right)−a−8(1+3a)
∫x2x+2dx\int\frac{x}{2\sqrt{x+2}}dx∫2x+2xdx
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