x2−11x=0x^2-11x=0x2−11x=0
(2x+2)nn\frac{\left(2x+2\right)^n}{n}n(2x+2)n
∫−x42πsec2xdx\int_{-\frac{x}{4}}^{2\pi}sec^2xdx∫−4x2πsec2xdx
∫3t5dx\int \frac { 3 } { t ^ { 5 } } d x∫t53dx
∫(4x6−1)(53)(3)x5dx\int\left(4x^6-1\right)^{\left(\frac{5}{3}\right)}\left(3\right)x^5dx∫(4x6−1)(35)(3)x5dx
(3y3)(2y2)\left(3y^3\right)\left(2y^2\right)(3y3)(2y2)
(3x−y+z)2\left(3x-y+z\right)^2(3x−y+z)2
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