∫x3x−6xxdx\int\frac{x^3}{x}-\frac{6x}{x}dx∫xx3−x6xdx
m10−81n12m^{10}-81n^{12}m10−81n12
2(2⋅8)2\left(2\cdot8\right)2(2⋅8)
2 x −28 2\:x\:-28\:2x−28
8a−b+a+4a−b8a-b+a+4a-b8a−b+a+4a−b
y2+13=x22\frac{\sqrt{y^2+1}}{3}=\frac{x^2}{2}3y2+1=2x2
∫024(21−4x2)dx\int_0^{\frac{\sqrt{2}}{4}}\left(\frac{2}{\sqrt{1-4x^2}}\right)dx∫042(1−4x22)dx
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