∫(1+4x)dx\int\left(1+4x\right)dx∫(1+4x)dx
∫(4x3−xx(x2+5))dx\int\left(\frac{4x^3-x}{x\left(x^2+5\right)}\right)dx∫(x(x2+5)4x3−x)dx
dydx=14x−2xy+2y−14\frac{dy}{dx}=14x-2xy+2y-14dxdy=14x−2xy+2y−14
3x+5+x+1+3x+5+x+13x+5+x+1+3x+5+x+13x+5+x+1+3x+5+x+1
(2a+5c)(2a−5c)\left(2a+5c\right)\left(2a-5c\right)(2a+5c)(2a−5c)
xsin(x)dx+xydy=0x\sin\left(x\right)dx+xydy=0xsin(x)dx+xydy=0
(5z+7y)3\left(5z+7y\right)^3(5z+7y)3
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