Grading

Exams

• Exams:  There will be 3 exams and a final exam.  To prepare, students should review the assigned reading, homework questions, lecture notes, and Practice Exams.  Exams will be proctored in the classroom during lecture hours. Exams may be given early to students if the circumstances warrant.  Please see me at least one week before the scheduled exam date if you wish to take an exam early.   Make-up exams will NOT be allowed. Hence, you must be aware of the exam dates.   Please remember that there are NO dropped exams in this course.  Thus, a missed exam counts as a zero.

• Exam #1: Sections 1.1~2.5, Appendix A   (~wk 5)

• Exam #2: Sections 3.1~4.7    (~wk 11)

• Exam #3: Sections 5.1~6.4    (~wk 14)

• Final Exam:  May 20th (Wednesday) during the class time. (Final Exam is cumulative, Ch.7 included) 

*Note: Failure to take the final exam will result in a letter grade of F in this course.

📘 Information on Homework and Quizzes

📓 Keep an Organized Notebook

You are expected to keep an organized notebook in which you write out all assigned homework problems in order, showing all steps and using correct algebraic notation.

Although homework is not collected, your notebook will be an essential study tool for quizzes and exams.

📝 Homework (Practice-Based — Not Submitted)

Homework assignments will be assigned and announced in lecture, but will not be collected or graded this semester.

Completing the homework is strongly recommended and is one of the most important ways to succeed in this course. Homework problems are carefully chosen to prepare you for:

• Quizzes

• Exams

• Understanding key concepts and proofs discussed in lecture

👉 Trying to catch up on homework right before a quiz or exam is extremely difficult — consistent practice throughout the semester is essential.

If you miss a class, it is your responsibility to find out from your classmates (not me) which sections were assigned.

💻 MATLAB / Octave Assignments

In addition to regular homework, there will be MATLAB/Octave assignments throughout the semester.

• Due dates will be announced during lecture

• If you miss class, it is your responsibility to obtain the due date from your classmates (not from me)

• All MATLAB/Octave assignments must be submitted as ONE single PDF file by the deadline

• ⏰ Late submissions will receive a 5% deduction

These assignments are designed to reinforce concepts from lecture and help you develop computational skills relevant to Linear Algebra.

📝 Quizzes

There will be multiple quizzes throughout the semester.
All quizzes must be submitted through Canvas.

• Many quizzes will be computer-generated

• Additional quizzes may be handwritten, depending on the topic and learning goals

• Some quizzes may focus specifically on key ideas, definitions, and proofs discussed in lecture

If a quiz is handwritten, you will be given clear instructions on how to:

• Complete the quiz

• Scan or photograph your work

• Upload it as one single PDF file in Canvas

• ⏰ Late submissions will receive a 5% deduction

📄 Tips for combining multiple photos into one PDF are available under the Syllabus tab in Canvas.

Please note that quiz format and frequency may vary, and you are expected to be comfortable communicating mathematics both digitally and by hand.

🧾 Exams

There will be 3 exams and a final exam.

• Exams may be taken early if circumstances warrant — please see me at least one week in advance if you need this option.

• ❌ No make-up exams will be given.

• 🔔 There are no dropped exams in this course. A missed exam will result in a score of zero.