∫8tan3xdx\int8tan^3xdx∫8tan3xdx
(y2−1)(y2+2)\left(y^2-1\right)\left(y^2+2\right)(y2−1)(y2+2)
5∫e5xdx5\int e^{5x}dx5∫e5xdx
∫042xdx\int_0^42xdx∫042xdx
62−10a + 246^2-10a\:+\:2462−10a+24
20⋅(−4):(−5)20\cdot\left(-4\right):\left(-5\right)20⋅(−4):(−5)
ax2−5am3+am3x2−5aax^2-5am^3+am^3x^2-5aax2−5am3+am3x2−5a
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