a4+4a2−16a^4+4a^2-16a4+4a2−16
x2+8x+53x^2+8x+53x2+8x+53
(3y−1)(3y+1)5(3y2−1)\:\:\frac{\left(\sqrt{3y}-1\right)\left(\sqrt{3y}+1\right)}{5\left(3y^2-1\right)}5(3y2−1)(3y−1)(3y+1)
∫(x2+x)7(2x+1)dx\int\left(x^2+x\right)^7\left(2x+1\right)dx∫(x2+x)7(2x+1)dx
−x2+7x-x^2+7x−x2+7x
dydx=y⋅sin(3x)+2⋅sin(3x)+4⋅y+8\frac{dy}{dx}=y\cdot sin\left(3x\right)+2\cdot sin\left(3x\right)+4\cdot y+8dxdy=y⋅sin(3x)+2⋅sin(3x)+4⋅y+8
∫x3−x2−3x+5x+5dx\int\frac{x^3-x^2-3x+5}{x+5}dx∫x+5x3−x2−3x+5dx
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