∫(x(2x+4)8)dt\int\left(x\left(2x+4\right)^8\right)dt∫(x(2x+4)8)dt
−3x2−3x−6-3x^2-3x-6−3x2−3x−6
−83⋅86-83\cdot86−83⋅86
π−14\pi-\frac{1}{4}π−41
12w52w\frac{12w^5}{2w}2w12w5
−248x +76y +450+700x − 98y + 563-248x\:+76y\:+450+700x\:-\:98y\:\:+\:563−248x+76y+450+700x−98y+563
∫(2x1+15x2)dx\int\left(2x\sqrt{1+15x^2}\right)dx∫(2x1+15x2)dx
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