((2xy3)+2x)dx+(3x2y2)dy=0\left(\left(2xy^3\right)+2x\right)dx+\left(3x^2y^2\right)dy=0((2xy3)+2x)dx+(3x2y2)dy=0
(−66) + (−55) + (−44) + (250)\left(-66\right)\:+\:\left(-55\right)\:+\:\left(-44\right)\:+\:\left(250\right)(−66)+(−55)+(−44)+(250)
20+901+5120+901+5120+901+51
1+x21+x2\sqrt[2]{1+x}\sqrt[2]{1+x}21+x21+x
12x−8>4x12x-8>4x12x−8>4x
∫ 1(x2−x−6x)(x2−2x−8)dx\int\:\frac{1}{\left(x^2-x-6x\right)\left(x^2-2x-8\right)}dx∫(x2−x−6x)(x2−2x−8)1dx
y3−10y2+25yy^3-10y^2+25yy3−10y2+25y
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