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- Separate the variables and find every solution, as an explicit formula y =.\dfrac{dy}{dx} = 6x^2e^{-y}\dfrac{dy}{dx} = (2x + 1)(y - 5)\dfrac{dy}{dx} = (1 + y^2)\cos x
- Consider dydx = 4xy².
- Consider dydx = y x.
- Consider dydx = 2x3y² + 1 with y(1) = 1.
- A small oil spill floats on the water of a marina, and a cleanup crew skims it from the edge inward, so the slick shrinks faster while its edge is…
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Separable differential equations: the lesson ›More Chapter 10 worksheets: Differential equations: slope fields and separation of variables
- 10.1Writing a differential equation from a description
- 10.2Slope fields
- 10.3Separable differential equations
- 10.4Exponential growth and decay models