−(−6)+62−4⋅1⋅10-\left(-6\right)+\sqrt{6^2}-4\cdot1\cdot10−(−6)+62−4⋅1⋅10
∫1x2−484dx\int\frac{1}{\sqrt{x^2-484}}dx∫x2−4841dx
∫(x⋅cos−1(5x2))\int\left(x\cdot cos^{-1}\left(5x^2\right)\right)∫(x⋅cos−1(5x2))
3xm+3xm3x^m+\frac{3}{x^m}3xm+xm3
a=18, u=−2, n=6a=18,\:u=-2,\:n=6a=18,u=−2,n=6
∫x+a(x+b)(x+c)dx\int\frac{x+a}{\left(x+b\right)\left(x+c\right)}dx∫(x+b)(x+c)x+adx
ln(x−4)=−6ln\left(x-4\right)=-6ln(x−4)=−6
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