MATH 213 - Introduction to Discrete Mathematics / Basic Discrete Mathematics

Office hours: 11:00 - 12:00 PM MWF + by appointment at any other time
You may also be lucky and catch me at different time.

Info from department
Plan from department
Lecture announcement
Lecture log
FAQ

Homework

• HW #1 due to Feb 1, 9am
• HW #2 due to Feb 8, 9am
• HW #3 due to Feb 15, 9am
• HW #4 due to Feb 29, 9am
• HW #5 due to Mar 7, 9am
• HW #6 due to Mar 14, 9am
• HW #7 due to Apr 4, 9am
• HW #8 due to Apr 11, 9am
• HW #9 due to Apr 18, 9am
• HW #10 due to Apr 25, 9am

Announcements

• If you want to drop the class, please do it also officially so others may register!
• Only registered students can get credit for the class and I do NOT take more students than the limit
• HOURLY EXAMS: are planed Feb 17, Mar 16 and Apr 27.
• Homework results are available on the department webpage under Courses and Score reports.
• In case that your score on your list and in the system do not match, please let me know so I can correct the mistake.
• If you bring HW after deadline (max 24hrs late), you will get at most 50% of regular score (and stricter grading as a free bonus).

• Exam 1
  • Up to strong induction
  • Sample version
  • Check homework and quizes questions. Also book is a good source of questions.
  • midterm 1
• Exam 2
  • Counting - Chapter 6 (means material starting after inductions and ending before probability)
  • Sample version
  • Check homework and quizes questions. Also book is a good source of questions.
  • midterm 2
• Exam 3
  • Probability, solving homogeneous relations, principle of inclusion and exclusion, Graph theory
  • Sample version (includes more questions than the real, also solutions)
  • Chapters to study: 7.1,7.2,7.3, 8.2 (only homogeneous recurrences), 8.5,8.6, 10.1,10.2,10.3,10.4,10.5,10.6,10.7
  • midterm 3
• Final
  • Covers ALL material from the course
  • For pracite question see previous midterms, homeworks and exercises in the book.

Bonus rules

• You may collaborate on solving the homework. However, every student is required to write the solution (her/him)self and give credit to collaborators (if any).

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