Difference between revisions of "20.109(S21):Announcements"
From Course Wiki
Noreen Lyell (Talk | contribs) (→Office hours for Spring 2021) |
Noreen Lyell (Talk | contribs) (→Office hours for Spring 2021) |
||
(8 intermediate revisions by 4 users not shown) | |||
Line 15: | Line 15: | ||
'''Teaching assistants:''' | '''Teaching assistants:''' | ||
* Jeff Hsiao | * Jeff Hsiao | ||
− | * | + | * Caleb Perez |
==Office hours for Spring 2021== | ==Office hours for Spring 2021== | ||
Line 21: | Line 21: | ||
'''Regular office hours:''' | '''Regular office hours:''' | ||
− | *Noreen: ''' | + | *Noreen: '''Mondays 2-4pm and Wednesdays & Fridays 4-5pm''' |
− | **[ Zoom access] | + | **[https://mit.zoom.us/j/92289710115 Zoom access] |
− | **To join Zoom session by phone: call 1 (646) 558 8656 and use Meeting ID | + | **To join Zoom session by phone: call 1 (646) 558 8656 and use Meeting ID 922 897 10115 |
− | *Leslie: ''' | + | *Leslie: '''Sundays & Mondays 4-5pm''' |
− | **[ Zoom access] | + | **[https://mit.zoom.us/j/6252198273 Zoom access] |
− | **To join Zoom session by phone: call 1 (646) 558 8656 and use Meeting ID | + | **To join Zoom session by phone: call 1 (646) 558 8656 and use Meeting ID 625 219 8273 |
− | *Becky: ''' | + | *Becky: '''Fridays 12-1pm and Tuesdays & Thursdays 4-5pm''' |
− | **[ Zoom access] | + | **[https://mit.zoom.us/j/94585650880 Zoom access] |
− | **To join Zoom session by phone: call 1 (646) 558 8656 and use Meeting ID | + | **To join Zoom session by phone: call 1 (646) 558 8656 and use Meeting ID 945 856 50880 |
'''Additional office hours will be provided for major assignments:'''<br> | '''Additional office hours will be provided for major assignments:'''<br> | ||
*Days / times will be announced in class: | *Days / times will be announced in class: | ||
− | **[ Zoom access] | + | **[https://mit.zoom.us/j/98743611023 Zoom access] |
− | **To join Zoom session by phone: call call 1 (646) 558 8656 and use Meeting ID | + | **To join Zoom session by phone: call call 1 (646) 558 8656 and use Meeting ID 987 4361 1023 |
+ | |||
+ | |||
+ | '''Questions can also be asked on the class Slack page [https://app.slack.com/client/T01KU1VLZQB/C01LEQLBWQ4 linked here] or on the Slack scientific reading page [https://mit-20109.slack.com/archives/C01PXSCFQ8Y linked here]''' | ||
==Absence policy== | ==Absence policy== |
Latest revision as of 20:55, 4 March 2021
Teaching team for Spring 2021
Teaching faculty:
- Dr. Leslie McClain (M1)
- Prof. Angela Koehler (M2)
- Prof. Alan Jasanoff (M3)
- Dr. Noreen Lyell
- Dr. Becky Meyer
Communication instructors:
Teaching assistants:
- Jeff Hsiao
- Caleb Perez
Office hours for Spring 2021
Regular office hours:
- Noreen: Mondays 2-4pm and Wednesdays & Fridays 4-5pm
- Zoom access
- To join Zoom session by phone: call 1 (646) 558 8656 and use Meeting ID 922 897 10115
- Leslie: Sundays & Mondays 4-5pm
- Zoom access
- To join Zoom session by phone: call 1 (646) 558 8656 and use Meeting ID 625 219 8273
- Becky: Fridays 12-1pm and Tuesdays & Thursdays 4-5pm
- Zoom access
- To join Zoom session by phone: call 1 (646) 558 8656 and use Meeting ID 945 856 50880
Additional office hours will be provided for major assignments:
- Days / times will be announced in class:
- Zoom access
- To join Zoom session by phone: call call 1 (646) 558 8656 and use Meeting ID 987 4361 1023
Questions can also be asked on the class Slack page linked here or on the Slack scientific reading page linked here
Absence policy
Absences from lecture:
- Though we will not record attendance due to the remote learning format, attendance is expected. For students with timezone / connectivity / other issues a link to the recorded lectures will be provided upon request.
Absences from laboratory:
- Excused absences should be discussed with the 20.109 teaching team as soon as possible. Because the laboratory exercises are completed in teams, it is important that everyone attend during the scheduled days / times.
- Unexcused absences will result in a full increment deduction from your final grade on the major assignment for the module (for example, a B+ would become a B).