Ordinary Differential Equations
Explore first-order equations; linear equations and forcing; systems and phase space. Concepts and connections are available independently of video coverage.
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Separation places dependent and independent variables on opposite sides before integration.
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Initial data select solutions of a differential equation when existence and uniqueness conditions hold.
An integrating factor turns a linear first-order ODE into a product derivative.
A power substitution converts a suitable nonlinear first-order Bernoulli equation into a linear one.
An exponential trial converts a constant-coefficient homogeneous linear ODE into a polynomial equation.
Stability describes whether nearby trajectories remain close to or approach an equilibrium.
Explore first-order equations; linear equations and forcing; systems and phase space. Concepts and connections are available independently of video coverage.