(2−8xy)⋅(2+8xy)\left(2-8xy\right)\cdot\left(2+8xy\right)(2−8xy)⋅(2+8xy)
10x2−13x−310x^2-13x-310x2−13x−3
33⋅4−423^3\cdot\sqrt{4}-4^233⋅4−42
∫7abt4dt\int7abt^4dt∫7abt4dt
∫−22(16x4)dx\int_{-2}^2\left(\frac{16}{x^4}\right)dx∫−22(x416)dx
(−b 2 + 7) (b 2 + 7) \left(-b\:2\:+\:7\right)\:\left(b\:2\:+\:7\right)\:(−b2+7)(b2+7)
8x′+x2=2568x'+x^2=2568x′+x2=256
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