∫010t2e2tdt\int_0^{10}t^2e^{2t}dt∫010t2e2tdt
3x2+12x+163x^2+12x+163x2+12x+16
∫e(6x2−3x+4)(4x−1)dx\int e^{\left(6x^2-3x+4\right)}\left(4x-1\right)dx∫e(6x2−3x+4)(4x−1)dx
2(4−13x2)22\left(4-13x^2\right)^22(4−13x2)2
(4t2+ 3t)3\left(4t^2+\:3t\right)^3(4t2+3t)3
1000x9+216y910x−6y\frac{1000x^9+216y^9}{10x-6y}10x−6y1000x9+216y9
5x<305x<305x<30
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