(x2+2)(x2−1)+6\sqrt{\left(x^2+2\right)\left(x^2-1\right)+6}(x2+2)(x2−1)+6
−142−893-142-893−142−893
(3x2y32fg)2\left(\frac{3x^2y^3}{2fg}\right)^2(2fg3x2y3)2
(5a2b−3a3b2)(5a2b+3a3b2)\left(5a^2b-3a^3b^2\right)\left(5a^2b+3a^3b^2\right)(5a2b−3a3b2)(5a2b+3a3b2)
12⋅2512\cdot2512⋅25
25x2−40x25x^2-40x25x2−40x
∫4x42x5−7dx\int4x^4\sqrt{2x^5-7}dx∫4x42x5−7dx
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