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Group Report 1-Q2

This document outlines the guidelines and expectations for Group Report 1 in the MAT 223 course at the University of Toronto in Fall 2023. It provides instructions on group assignments, the submission process, academic integrity, and three practice problems for the report. Students are expected to work individually and collaboratively in groups of 2-3 on math problems demonstrating their understanding, with tutorials available for feedback. One resubmission is allowed for full marks.

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Enver Chowdhury
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0% found this document useful (0 votes)
39 views5 pages

Group Report 1-Q2

This document outlines the guidelines and expectations for Group Report 1 in the MAT 223 course at the University of Toronto in Fall 2023. It provides instructions on group assignments, the submission process, academic integrity, and three practice problems for the report. Students are expected to work individually and collaboratively in groups of 2-3 on math problems demonstrating their understanding, with tutorials available for feedback. One resubmission is allowed for full marks.

Uploaded by

Enver Chowdhury
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF, TXT or read online on Scribd
You are on page 1/ 5

MAT 223 Fall 2023

First Name Last Name Student ID Number email address (@mail.utoronto.ca)

Group Report 1

• Group reports are an opportunity for students to demonstrate what they learned. Students can
best demonstrate their learning by writing clear, thoughtful explanations. Don’t just give us
answers, show us you understand via your writing!

• Groups are assigned by TAs in tutorial subsections.

• Group size is 2 or 3 students. Exceptions can be made for special circumstances. Please contact
your TA.

• Work on each item individually first. Then meet with your group to create a final draft together.

• Learn how to submit work on gradescope and tag your group members. Go to
https://help.gradescope.com/article/m5qz2xsnjy-student-add-group-members

• One member submits for the whole group and tags their group mates.

• Use only your utoronto email, and search for your group members via their utoronto email.

• Groups can resubmit for full marks one time.

• Your tutorial TA is your point of contact regarding group reports. Please attend tutorials to get
help on group reports, get feedback, etc.

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MAT 223 Fall 2023

Productive Failure, Academic Integrity


Productive failure is an important aspect of MAT223 group reports. We allow one resubmission for full
marks. We encourage students to make honest efforts on groups reports so that you can get useful
feedback from your TA about your mathematical reasoning and writing, which will help you improve
and do better in future courses. We cannot help you learn if you copy work from others.
Academic honesty and integrity are fundamental to the mission of higher education and of the
University of Toronto.
It is okay to use appropriate outside resources. Please cite all your sources, including people, websites,
computational programs.
Your TA is your main point of contact for group reports. You will have time in tutorials to work on
group reports, students can get feedback on mathematics and writing before reports are turned in.

Academic dishonesty is...

• Using someone else’s words or ideas without proper documentation.

• Copying some portion of your text from another source without proper acknowledgement.

• Borrowing another person’s specific ideas without citation.

• Turning in an assignment written by another person, from an “service,” or copied from a


website.

• Using AI, such as ChatGPT, and presenting AI generated text as your own work without citation.

List the resources you used:

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MAT 223 Fall 2023

1. Start with the definition of non-negative linear combinations in the textbook. Last term, some
MAT 223 students described non-negative linear combinations of two vectors as usually forming
an “infinite pizza slice.” This idea is true in many cases. Using your own examples, refine this
idea and explain the different situations that are possible.

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MAT 223 Fall 2023

2. This problem is about row reduction, which is an essential skill in MAT 223. See Appendix 2.
Using your own examples and words, write a practice guide for future MAT223 students learning
row reduction. Your guide should include a general explanation and examples that include the
cases when there is one solution, infinitely many solutions, and no solutions.

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MAT 223 Fall 2023

3. The context for this problem is R3 . Find two or more ways to convert the equation of a plane in
Cartesian form, ax + b y + c z = d into vector form. Write your process as if you were writing a
textbook manual. Your audience is students learning your method for the first time.

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