2⋅12⋅7⋅1.52\cdot12\cdot7\cdot1.52⋅12⋅7⋅1.5
x3−x2−20+12x2+x+6\frac{x^3-x^2-20+12}{x^2+x+6}x2+x+6x3−x2−20+12
log(x)+log(x+2)=8\:log\left(x\right)+log\left(x+2\right)=8log(x)+log(x+2)=8
(lnx+y)=x\left(\ln x+y\right)=x(lnx+y)=x
−3x2+6x2-3x^2+6x^2−3x2+6x2
s(t)=t2−4t+3s\left(t\right)=t^2-4t+3s(t)=t2−4t+3
xdydx+5y=y3x\frac{dy}{dx}+5y=y^3xdxdy+5y=y3
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