∫4.4e−3x+4dx\int4.4e^{-3x+4}dx∫4.4e−3x+4dx
(5x2y−3)(4x−5y4a)\left(5x^2y^{-3}\right)\left(4x^{-5}y^{4a}\right)(5x2y−3)(4x−5y4a)
−8−8x=−24-8-8x=-24−8−8x=−24
x3 dydx=yx5+4x2yx^3\:\frac{dy}{dx}=yx^5+4x^2yx3dxdy=yx5+4x2y
∫01(2x⋅ex2)dx\int_0^1\left(2x\cdot e^{x^2}\right)dx∫01(2x⋅ex2)dx
limx→0(x)2\lim_{x\to0}\left(x\right)^2x→0lim(x)2
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