∫(8x4(x5−7)6)dx\int\left(8x^4\left(x^5-7\right)^6\right)dx∫(8x4(x5−7)6)dx
3x2−3x+23x^2-3x+23x2−3x+2
(+315)−(−152)+(216)\left(+315\right)-\left(-152\right)+\left(216\right)(+315)−(−152)+(216)
(y(n+1)−7)(y(n+1 )−8)\left(y^{\left(n+1\right)}-7\right)\left(y^{\left(n+1\:\right)}-8\right)(y(n+1)−7)(y(n+1)−8)
(y2−4y)(y2+4y)\left(y^2-4y\right)\left(y^2+4y\right)(y2−4y)(y2+4y)
(x−9)(x+7)<0\left(x-9\right)\left(x+7\right)<0(x−9)(x+7)<0
yx32x\frac{yx^3}{2x}2xyx3
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