Class Info
- Date: Thursday, April 8, 2021, 2:30-3:45pm
- Meeting Info: Class will meet synchronously on zoom (zoom link). Exam #2 will take place during class. Instructions will be provided in class.
Author: Jonas Reitz (Page 4 of 8)
Hi everyone,
Based on our discussion in class, I updated Problem 9 in the Review Sheet (as written, the problem was leading to very large numbers which caused calculation errors in most calculators). I have kept the differential equation the same, changed the initial point. It should now work correctly.
I also added the solution, along with some of the values found along the way. Let me know if you have questions.
Best,
Prof. Reitz
Class Info
- Date: Thursday, April 6, 2021, 2:30-3:45pm
- Meeting Info: Class will meet synchronously on zoom (zoom link)
HEADS UP: Exam 2 is this Thursday 4/8 during class
Our second exam will take place during class next Thursday, 4/8/21.
Exam Date: Thursday 4/8/21
Exam Time: During class, 2:30-3:45pm
Where will I take the exam? You will log into our usual zoom class meeting to take the exam.
Review: The review sheet is posted here (solutions can be found following the problems on the review sheet).
Exam #2 will be similar in format and policies to Exam #1 (but shorter!). Policies and procedures appear below.
Continue readingClass Info
- Date: Thursday, March 25, 2021, 2:30-3:45pm
- Meeting Info: Class will meet synchronously on zoom (zoom link)
Class Info
- Date: Tuesday, March 23, 2021, 2:30-3:45pm
- Meeting Info: Class will meet synchronously on zoom (zoom link)
Hi everyone,
Two quick clarifications regarding the Special Offer:
- After the special offer, your NEW score for that problem will replace your OLD score.
Here is an example:
Original score on problem 3: 20 points
Original Exam 1 score: 45 points
SPECIAL OFFER Revised score on problem 3: 35 points
Extra points earned on problem 3 when the new score replaces the old score: +15 points
Revised Exam 1 score: 60 points - If you plan to take advantage of the Special Offer, please read the instructions, and send me an email in the next few days stating the problem you plan to work on.
Have a good weekend,
Prof. Reitz
Class Info
- Date: Thursday, March 18, 2021, 2:30-3:45pm
- Meeting Info: Class will meet synchronously on zoom (zoom link)
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