3b4c−18b3c2+27b2c33b^4c-18b^3c^2+27b^2c^33b4c−18b3c2+27b2c3
−90+50−72-90+50-72−90+50−72
64b2−12164b^2-12164b2−121
∫e−12xdx\int e^{-12x}dx∫e−12xdx
y′+2y=21y'+2y=21y′+2y=21
dydx=(4+x)2\frac{dy}{dx}=\left(4+x\right)^2dxdy=(4+x)2
(32)−(22)2\left(\sqrt[2]{3}\right)_-\left(\sqrt[2]{2}\right)^2(23)−(22)2
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