ex+1sin(x)dx+(2y+1)e−y2dy=0e^{x+1}\sin\left(x\right)dx+\left(2y+1\right)e^{-y^2}dy=0ex+1sin(x)dx+(2y+1)e−y2dy=0
−x2−5x−6≥0-x^2-5x-6\ge0−x2−5x−6≥0
8m2−8m+38m^2-8m+38m2−8m+3
4x+5x+6x2−154x+5x+6x^2-154x+5x+6x2−15
4+364+364+36
6−7x(x2+2)2x2+5x+7\frac{\sqrt{6-7x}\left(x^2+2\right)^2}{x^2+5x+7}x2+5x+76−7x(x2+2)2
x3−8x+10x+5\frac{x^3-8x+10}{x+5}x+5x3−8x+10
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