∫x⋅cos(9x)dx\int x\cdot\cos\left(9x\right)dx∫x⋅cos(9x)dx
∫e7x⋅cos(3x)dx\int e^{7x}\cdot cos\left(3x\right)dx∫e7x⋅cos(3x)dx
−6n+−4n2+−3n2-6n+-4n^2+-3n^2−6n+−4n2+−3n2
sin(π12x)=.5\sin\left(\frac{\pi}{12}x\right)=.5sin(12πx)=.5
(4x+3y)(gx−5y)\left(4x+3y\right)\left(gx-5y\right)(4x+3y)(gx−5y)
∫x2+x−1x3−x2−x+1dx\int\frac{x^2+x-1}{x^3-x^2-x+1}dx∫x3−x2−x+1x2+x−1dx
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