This course is a standard introduction to Discrete Mathematics. We will cover everything that you need to survive upper-level mathematics courses and that you haven’t learned in calculus. We will in particular cover Logic, Introduction to Proofs via Number Theory, Induction, Set Theory, Cardinality, Relations, Elementary Combinatorics and Probability, and Graph Theory. Enjoy the ride!<\/p>\n
Announcements<\/strong><\/p>\n (04\/03) The final exam is now self-scheduled. You may take it at any point during the final exam-period, as long as you take it for 150 minutes. That said, I will be out of town from May 19 to May 21 inclusive, so I’d recommend you to take the exam beforehand if you need clarifications.<\/p>\n (02\/13) Class had to be cancelled today due to weather-related circumstances. There will be a make-up lecture on Tuesday, February 14, at 8 pm in 5 Griffin Hall. Here are the notes for that lecture: Lecture 5<\/a><\/p>\n (02\/08) The TA Sessions will be held on Wednesdays from 7:30 to 8:30 pm and on Thursdays from 8 pm to 9 pm in 103 Bronfman.<\/p>\n (02\/03) The first lecture will be held on Friday, February 3. See you then!<\/p>\n (02\/03) Welcome to Math 200! Here is where you can find the syllabus,\u00a0all the\u00a0homework-assignments, as well as info about the exams. I will also post announcements here, so\u00a0make sure to regularly check out this webpage.<\/p>\n Syllabus<\/strong><\/p>\n Here is the syllabus of the course:\u00a0Syllabus<\/a><\/p>\n Homework<\/strong><\/p>\n Here you will find all the homework assignments with due dates. Remember that your lowest assignment will be dropped<\/p>\n Homework 1<\/a>\u00a0(due Friday, February 10) Exams<\/strong><\/p>\n Here you will find information about the exams, as well as a study guides and practice exams<\/p>\n Midterm 1: Friday, March 10, 9 – 9:50 AM<\/span><\/p>\n Study guide: Study Guide<\/a><\/p>\n Practice Exam: Practice questions<\/a>\u00a0(Solutions<\/a>)<\/p>\n Review Session: Wednesday, March 8, 6-7 pm in 6 Griffin, Problems<\/a><\/p>\n Last semester’s Midterm 1: Midterm 1<\/span><\/u><\/a>\u00a0(Solutions<\/span><\/u><\/a>)<\/p>\n This semester’s Midterm 1: Midterm 1<\/a>\u00a0(Solutions<\/a>)<\/p>\n Midterm 2: Friday, April 21, 9 – 9:50 AM<\/span><\/p>\n Study guide: Study Guide<\/a><\/p>\n Practice Exam: Practice questions<\/a>\u00a0(Solutions<\/a>)<\/p>\n Review Session: Wednesday,\u00a0April 19, 6-7 pm in 6 Griffin, Problems<\/a><\/p>\n Last semester’s Midterm 2: Midterm 2<\/span><\/u><\/a>\u00a0(Solutions<\/span><\/u><\/a>; Ignore 1(c), 1(e), and 4(b))<\/p>\n This semester’s Midterm 2: Midterm 2<\/a>\u00a0(Solutions<\/a>)<\/p>\n Final Exam: Saturday, May 13 – Sunday, May 21 (Self-scheduled)<\/span><\/p>\n Study Guide: Study Guide<\/a><\/p>\n Practice Exam: Practice questions<\/a>\u00a0(Solutions<\/a>)<\/p>\n Review Session: Saturday, May 13, 10:30 AM – 12 PM in 106 Bronfman, Problems<\/a><\/p>\n Last semester’s Final: Final Exam<\/a>\u00a0(Solutions<\/a>; ignore 8 and 9)<\/p>\n This semester’s Final: Final Exam<\/a>\u00a0(Solutions<\/a>)<\/p>\n","protected":false},"excerpt":{"rendered":" This course is a standard introduction to Discrete Mathematics. We will cover everything that you need to survive upper-level mathematics courses and that you haven’t learned in calculus. We will in particular cover Logic, Introduction to Proofs via Number Theory, … Continue reading (02\/22) The final exam will be held on Friday, May 19, from 1:30 PM – 4 PM<\/del><\/p>\n
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\nHomework 2<\/a>\u00a0(due Monday, February 20)
\nHomework 3<\/a>\u00a0(due Friday, February 24)
\nHomework 4<\/a>\u00a0(due Friday, March 3)
\nHomework 5<\/a>\u00a0(due Monday, March 13)
\nHomework 6<\/a>\u00a0(due Friday, March 17)
\nHomework 7<\/a>\u00a0(due Friday, April 7)
\nHomework 8<\/a>\u00a0(due Friday, April 14)
\nHomework 9<\/a>\u00a0(due Monday,\u00a0April 24)
\nHomework 10<\/a>\u00a0(due Friday, April 28)
\nHomework 11<\/a>\u00a0(due Friday, May 5)
\nHomework 12<\/a>\u00a0(due Friday, May 12)
\nNon-Homework<\/a>\u00a0(never due)<\/p>\n
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