∫x3+x2+x−2x2(x2+1)dx\int\frac{x^3+x^2+x-2}{x^2\left(x^2+1\right)}dx∫x2(x2+1)x3+x2+x−2dx
(13ab3−4)(13ab3+4)\:\left(13ab^3-4\right)\left(13ab^3+4\right)(13ab3−4)(13ab3+4)
1.4x+2=51−3.5x1.4x+2=51-3.5x1.4x+2=51−3.5x
1625+cos2=1\frac{16}{25}+cos^2=12516+cos2=1
(csc2x − 1)secx\left(csc2x\:-\:1\right)secx(csc2x−1)secx
∫r2(r3+8)3dr\int r^2\left(r^3+8\right)^3dr∫r2(r3+8)3dr
5x23+x2\frac{5x^2}{3+x^2}3+x25x2
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