3n + 12n + 2\frac{3n\:+\:12}{n\:+\:2}n+23n+12
y′+y=8xexy'+y=8xe^xy′+y=8xex
5abc+3ab2+5a2b−7abc5abc+3ab^2+5a^2b-7abc5abc+3ab2+5a2b−7abc
dydx+2xy−y=0\frac{dy}{dx}+2xy-y=0dxdy+2xy−y=0
limx→0(x2−3xsinx)\lim_{x\to0}\left(\frac{x^2-3x}{sinx}\right)x→0lim(sinxx2−3x)
∫x3+133x2dx\int\sqrt[3]{x^3+1}3x^2dx∫3x3+13x2dx
(f−4)3\left(f-4\right)^3(f−4)3
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