4m2−16n24m^2-16n^24m2−16n2
∫{x3+x}3(3x2+1)dx\int\{x^{3}+x\}^{3}\left(3x^{2}+1\right)dx∫{x3+x}3(3x2+1)dx
∫7x2(x2+169)2dx\int\frac{7x^2}{\left(x^2+169\right)^2}dx∫(x2+169)27x2dx
−4x4y0z72x−3y0z7\frac{-4x^4y^0z^7}{2x^{-3}y^0z^7}2x−3y0z7−4x4y0z7
4a2+3a−a2−5a24a^2+3a-\frac{a}{2}-5a^24a2+3a−2a−5a2
ddx3x4e2x+3\frac{d}{dx}3x^4e^{2x+3}dxd3x4e2x+3
(2x−6)(3x+4)\left(2x-6\right)\left(3x+4\right)(2x−6)(3x+4)
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