- To Solve The Separable Differential Equation Dy Da We Must Find Two Separate Integrals S Dy And S Y Cos Z 3 Cos Z 1 (53.7 KiB) Viewed 30 times
To solve the separable differential equation dy da we must find two separate integrals: S dy= and S + y cos(z) = 3 cos(z
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To solve the separable differential equation dy da we must find two separate integrals: S dy= and S + y cos(z) = 3 cos(z
To solve the separable differential equation dy da we must find two separate integrals: S dy= and S + y cos(z) = 3 cos(z), dx y(x) = Solving for y we get that y ( and find the particular solution satisfying the initial condition y(0) = -3. (you must use k as your constant)