∫(sin10(3x)cos(3x))dx\int\left(sin^{10}\left(3x\right)cos\left(3x\right)\right)dx∫(sin10(3x)cos(3x))dx
120+[15−7+{11−(4+2−13)}]120+\left[15-7+\left\{11-\left(4+2-13\right)\right\}\right]120+[15−7+{11−(4+2−13)}]
3mn−4n+5m−6n+7mn−2n3mn-4n+5m-6n+7mn-2n3mn−4n+5m−6n+7mn−2n
3(4c+2g)3\left(4c+2g\right)3(4c+2g)
∫(arcsin(x)81−x2)dx\int\left(\frac{arcsin\left(x\right)^8}{\sqrt{1-x^2}}\right)dx∫(1−x2arcsin(x)8)dx
∫(2(x+7)5)dx\int\left(\frac{2}{\left(x+7\right)^5}\right)dx∫((x+7)52)dx
6x2−10x−46x^2-10x-46x2−10x−4
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