∫(x35−x2)dx\int\left(\frac{x^3}{5-x^2}\right)dx∫(5−x2x3)dx
y((x1+x)5)y\left(\left(\frac{x}{1+x}\right)^5\right)y((1+xx)5)
36x2−6x+136x^2-6x+136x2−6x+1
x4−2x3−5x2+9x+2\frac{x^4-2x^3-5x^2+9}{x+2}x+2x4−2x3−5x2+9
∫(10(10x−14)2)dx\int\left(10\left(10x-14\right)^2\right)dx∫(10(10x−14)2)dx
x4−40x2=0x^4-40x^2=0x4−40x2=0
2(13)(6)\sqrt{2\left(13\right)}\left(6\right)2(13)(6)
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