# Q22 Quiz Instruction
📗 The quizzes must be completed during the lectures. No Canvas submissions are required. The grades will be updated by the end of the week on Canvas. Alternative ways to get the points are listed below in the D22 sections.
📗 Please submit a regrade request if (i) you missed a few questions because you are late or have to leave during the lecture; (ii) you selected obviously incorrect answers by mistake (one or two of these shouldn't affect your grade):
Link
Answer |
Points |
Out of |
Correct |
1 |
Number of Questions |
Plausible but Incorrect |
1 |
- |
Obviously Incorrect |
0 |
- |
# D6 Sharing Solutions on Piazza
📗 Use the sign-up sheet:
Google Sheet. You can sign up and post anonymously (anonymous Piazza posts are not anonymous to instructors).
Requirement |
M Questions |
Past Exam Questions |
List of Questions |
M-Q1-10 |
X4Q6-9 |
Due Date |
Aug 15 |
|
Name of Post |
M?Q? |
X?Q? |
Piazza Tag |
one of m- or d6 |
one of m- or d6 |
Type of Post |
public Piazza note |
same |
Include |
(1) Screenshot of the question |
same |
- |
(2) Detailed step-by-step solution |
same |
- |
(3) Brief explanation of each step |
same |
If your post satisfies the requirements (1), (2), (3), one of the course staff will "like" your post and you will receive 0.5 points for the post.
The past exams can be found on pages
X1,
X2,
X3,
X4,
X5,
# D6 Discussion Topic
📗 Please create a follow-up discussion post on the Piazza (it is okay to post anonymously). No Canvas submissions are required. The grades will be updated at the end of the week on Canvas.
Requirement |
Discussion |
- |
Topic |
see below |
- |
Due Date |
Aug 15 |
- |
Type of Post |
Piazza follow-up |
- |
Include |
(1) Image or screenshot |
- |
- |
(2) Brief discussion or explanation |
(one or two sentences) |
If your post satsifies the requirements (1), (2), you will receive 0.5 points for the post.
📗 Play the Rock Paper Scissors game with an AI, for example,
RPS1,
RPS2, or
RPS3. Play the game twice: first using the Nash equilibrium strategy, i.e. R, P, S each with probability \(\dfrac{1}{3}\), then using a strategy you think will beat the AI. Take two screenshots of the results and share them on Piazza. Briefly discuss your strategy.
📗 You can read more about the algorithms used on these websites.
Last Updated: November 18, 2024 at 11:43 PM