Due Dec 11th via Blackboard submission, before 12:00 pm.
[PDF version of this is here: HW-5.pdf]
Instructions: Prepare responses to the following questions. Each one is worth the same amount. [A] means that a problem is meant to be done analytically, i.e. with paper and a pencil. [C] means that the problem is meant to be done with computationally, i.e. with software* Homework sets will be submitted electronically. Please submit one pdf document that contains all the work you want me to see. For the [A] ones, please scan your original, handwritten work and include in the pdf. For [C] problems, save your code/notebook as a pdf (not a screenshot) and include that pdf in the submission. Also link to the Colab notebook online and make sure it is viewable/commentable by me (jhedberg@ccny.cuny.edu). Please title your submission PHYS35100-HW5-LASTNAME-FIRSTNAME.pdf.
Make sure you understand all the parts of the equation on this slide: Foucault Pendulum Equation of Motion, and make sure you understand the steps that got us to the final equation (with approximations): \begin{eqnarray} \eta(t) & = & x(t) + iy(t) \\ & = & A e^{-i \Omega_z t} \cos (\omega_0 t) \end{eqnarray}
* This means that I'd like you to extend the techniques we use, and not use other software, libraries, etc. That means for plotting, use matplotlib, not plotly for example.