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  1. Hairy differential equation involving a step function that we use the Laplace Transform to solve

  2. Laplace transform of cosine and polynomials!

  3. Useful properties of the Laplace Transform.

  4. Part 2 of getting the Laplace transform of sin(at).

  5. Laplace Transform of sin(at) (part 1).

  6. Introduction to the Laplace Transform.

  7. Laplace transform of e^at.

  8. Homogeneous Transform Interpretations, Compound Transformations, Spatial Descriptions, Rotation Representations, Euler Angles, Fixed Angles, Example - Singularities, Euler Parameters, Example - Rotations

  9. Using the Laplace Transform to solve an equation we already knew how to solve.

  10. Figuring out the Laplace Transform of the Dirac Delta Function.

  11. Introduction to the unit step function and its Laplace Transform.