assigned today:

Due today:

Due today:

- standard-ODE series solutions:
I can explain and apply series solutions to ODEs. (chapter 5)

- Explain how the series solution works and when you need Frobenius instead.
- Solve a damped harmonic oscillator with a series approach. Verify you get the same result as chapter 2.
- Solve the quantum harmonic oscillator with a series approach. If you're in the quantum class now, compare and contrast with pp. 51-56 of your quantum book:

$$-\frac{\hbar}{2m}\psi''(x)+\frac{1}{2}k x^2 \psi(x)=E \psi(x)$$

- Reviewed the big ideas of all 6 problems
- got to work on doing the power series approach to damped oscillator
- promised a video about linearlization
- promised a video of the damped oscillator showing the solution with more and more terms