(4x+3)(x−2)\left(4x+3\right)\left(x-2\right)(4x+3)(x−2)
x2.z53x7.z\sqrt[3]{x^2.z^5}\sqrt{x^7.z}3x2.z5x7.z
∫(x7(x8+1)9)dx\int\left(\frac{x^7}{\left(x^8+1\right)^9}\right)dx∫((x8+1)9x7)dx
(3a−4−4a3+a4)⋅(a+2)\left(3a-4-4a^3+a^4\right)\cdot\left(a+2\right)(3a−4−4a3+a4)⋅(a+2)
3x−5>203x-5>203x−5>20
442+20z2−15442+20z^2-15442+20z2−15
(2ab2−3a)3\left(2ab^2-3a\right)^3(2ab2−3a)3
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