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1. Review of first-order linear differential equations
Cases where the coefficient of y is constant


2. Using first-order linear differential equations
Falling body subject to viscous damping
Newton's law of cooling
A mixing problem
Simple electrical circuits


3. Using separation of variables to solve non-linear differential equations


4. Solving problems with separable
Differential equations
Newtonian damping
The logistic equation
The hanging cable


5. Approximate solutions
Euler's method
Slope fields
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