The following Lecture Notes detail the use of Laplace Transforms
in the solution of 1st and 2d order equations including an example with a discontinuous forcing function.
The following Notes show how to compute the Laplace Transform of cos(atb) 3 ways: 1. Using the basic transform formulas for
cos(at) and sin(at) 2. Using the definition of Laplace Transform 3. Using Mathcad
Laplace Transform of cos(atb)
Notes Using Laplace Transforms
The following are my lecture notes and animation on Newton's
Law of Cooling
Notes  Newton's Law of Cooling
Animation Newton's Law of Cooling
The following 3 links are links to my pages on the application
of Differential Equations to motion.
1st order Diff Eqs Motion
2d order Diff EQSMotion
Equillibrium Soultions to Autonomuos DEs
