5a + 7a 5a\:+\:7a\:5a+7a
∫4x3e5xdx\int4x^3e^{5x}dx∫4x3e5xdx
∫7(3x−1)xdx\int\frac{7}{\left(3x-1\right)x}dx∫(3x−1)x7dx
4a2−12a24a^2-\frac{1}{2}a^24a2−21a2
−207+570−385+67−748-207+570-385+67-748−207+570−385+67−748
(p4q3+p4q3)\left(p^4q^3+p^4q^3\right)(p4q3+p4q3)
3dydx+12y=03\frac{dy}{dx}+12y=03dxdy+12y=0
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