Class Info
- Date: Thurs, Nov 3
- Meeting Info: 10a-11:40a, N705
Topics
- more about average & instantaneous rates of Change:
- example of commuting to campus: plotting position (distance from home) vs time elapsed, calculating average velocity
- “Derivatives – Rates of Change”: Problems 6
- A(s) = 9s^2, so A'(s) = 18s
- Use this to graph A(s) and tangent line at point (s_0, A_0): https://www.desmos.com/calculator/eapykgrdld
- position function s(t), velocity function v(t) = s'(t), acceleration function a(t) = v'(t) = s”(t)
- “Derivatives – Rates of Change”: Problems 6-11
- Sec 3.5: “Derivatives of Trigonometric Functions”
- more examples from “Derivatives – Trigonometric” (due Wed Nov 9)
Notes
- work through “Derivatives – Rates of Change” and
“Derivatives – Trigonometric” before Tuesday- both sets are due Wed Nov 9 – but we can discuss any exercises you get stuck on in class on Tuesday
- see OpenLab post: “Rates of Change: Average and Instantaneous“
- see also Blackboard Collaborate recording of Mon Oct 31 office hours (covers Problems 1-5 from WebWork set)
- see OpenLab post: “Derivatives of Trig Functions” (not yet posted)
- Office hours Friday and Monday (times TBA)
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