dydx=6x2y\frac{dy}{dx}=6x^{2}ydxdy=6x2y
5x2+5x+155x^2+5x+155x2+5x+15
5⋅(−22⋅1)−(−6(−2⋅1))−5⋅(−22⋅1)+(−2)+10(−2⋅1)5\cdot\left(-2^2\cdot1\right)-\left(-6\left(-2\cdot1\right)\right)-5\cdot\left(-2^2\cdot1\right)+\left(-2\right)+10\left(-2\cdot1\right)5⋅(−22⋅1)−(−6(−2⋅1))−5⋅(−22⋅1)+(−2)+10(−2⋅1)
4x3⋅0.5x2−3x−14x^3\cdot0.5x^2-3x-14x3⋅0.5x2−3x−1
213+0.213+2.013+2.0013213+0.213+2.013+2.0013213+0.213+2.013+2.0013
5∫e5xdx5\int e^{5x}dx5∫e5xdx
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