(71−3)(69+3)\left(71-3\right)\left(69+3\right)(71−3)(69+3)
10(x+y)+x+y10\left(x+y\right)+x+y10(x+y)+x+y
∫(1t3⋅t2−1)dt\int\left(\frac{1}{t^3\cdot\sqrt{t^2-1}}\right)dt∫(t3⋅t2−11)dt
∫0b(2(b−x)b2)dx\int_0^b\left(\frac{2\left(b-x\right)}{b^2}\right)dx∫0b(b22(b−x))dx
x3−x2+x−1x^3-x^2+x-1x3−x2+x−1
5x+4>75x+4>75x+4>7
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