dydx=12x+y\frac{dy}{dx}=\frac{1}{2x+y}dxdy=2x+y1
(5x−2−y)4\left(5x^{-2}-y\right)^4(5x−2−y)4
(13x4y5−15w2z3)2\left(13x^4y^5-15w^2z^3\right)^2(13x4y5−15w2z3)2
(3x5−9)2\left(3x^5-9\right)^2(3x5−9)2
6x2+7+26x^2+7+26x2+7+2
( 8.4 . 105) +(5.2 . 105) \left(\:8.4\:.\:10^5\right)\:+\left(5.2\:.\:10^5\right)\:(8.4.105)+(5.2.105)
∫e23xcos(3x)dx\int e^{23x}\cos\left(3x\right)dx∫e23xcos(3x)dx
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