Ononot — The equation y' = A(t)y^2 + B(t)y + C(t) is a Riccati equati

Differential Equationshard

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The equation $y' = A(t)y^2 + B(t)y + C(t)$ is a Riccati equation. Given a particular solution $y_1(t)$ , what substitution transforms this into a linear ODE?