Unformatted text preview: or not. • Identify the order of a D.E. Chapter 2: FirstOrder Differential Equations • Solve a linear D.E. using the integrating factor. • Solve a separable D.E. • Construct models for tank, investment, population, and freefalling object problems. • Know the diﬀerences between linear and nonlinear D.E.’s. • Draw a phase diagram and a phase line for an autonomous D.E.; use them to sketch some solutions. • Identify the stable, unstable, and semistable equilibrium solutions of an autonomous D.E. • Determine whether a D.E. is exact. • Solve an exact D.E. • Understand and use Picard’s iteration method....
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 Fall '09
 Williamson
 Math, Differential Equations, Equations, Partial differential equation, Laney College, Equilibrium Solutions, firstorder differential equations, semistable equilibrium solutions

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