ode can be made Integrable F(x,y,y′′) = 0

4.4.5 ode can be made Integrable $F (x, y, y^{''}) = 0$

ode internal name "second_order_ode_can_be_made_integrable"

Can be linear or nonlinear. These are ode’s which become integrable if both sides are multiplied by $y^{'}$ . For this method to have chance of working, the original ode must not have $y^{'}$ already in it.

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4.4.5 ode can be made Integrable F(x,y,y′′)=0

4.4.5 ode can be made Integrable $F (x, y, y^{''}) = 0$