144−x2+24x144-x^2+24x144−x2+24x
∫ 3x+5e2xdx\int\:\frac{3x+5}{e^{2x}}dx∫e2x3x+5dx
16x16y84\sqrt[4]{16x^{16}y^8}416x16y8
(20+35xy3)(20−35xy3)\left(20+\frac{3}{5}xy^3\right)\left(20-\frac{3}{5}xy^3\right)(20+53xy3)(20−53xy3)
(6h+2k)(5h+4k)\left(6h+2k\right)\left(5h+4k\right)(6h+2k)(5h+4k)
∫(x5+x4)(5x6+6x5)2dx\int\frac{\left(x^5+x^4\right)}{\left(5x^6+6x^5\right)^2}dx∫(5x6+6x5)2(x5+x4)dx
2yx−2+5yx−22y^{x-2}+5y^{x-2}2yx−2+5yx−2
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