y=tan(x2−x)y=\tan\left(x^2-x\right)y=tan(x2−x)
20x2+23x−2120x^2+23x-2120x2+23x−21
(3a2b+5ab2)2\left(3a^2b+5ab^2\right)^2(3a2b+5ab2)2
(7a2+5x3) (7a2+6x2)\left(7a^2+5x^3\right)\:\left(7a^2+6x^2\right)(7a2+5x3)(7a2+6x2)
(2a+3)(2a+1)\left(2a+3\right)\left(2a+1\right)(2a+3)(2a+1)
13⋅621^3\cdot6^213⋅62
1100r2+15rt+t2\frac{1}{100}r^2+\frac{1}{5}rt+t^21001r2+51rt+t2
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