Question: To solve the separable differential equation we must find two separate integrals: dy = help (formulas) and 10 da = help (formulas) The first

To solve the separable differential equation we must find two separate integrals: dy = help (formulas) and 10 da = help (formulas) The first integral we integrate by substitution: help (formulas) 2ydy help (formulas) U= 2 du = Solving for Y we get one positive solution y = -help (formulas) And one negative solution y= help (formulas) x dy y 5 dx y(z) =help (formulas) waaamaaaaam.com PARETS PEETUR Note: You must simplify all arbitrary constants down to one constant k. Find the particular solution satisfying the initial condition y(1) = -4. 1 2y "

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