Recitations are held weekly unless otherwise specified. Recitation attendance is mandatory.
Recitation guides will be posted on Friday, after all of the recitations have been held for the week.
If you have a conflict and must miss recitation, you can attend another recitation section to make up for your attendance. In this case, you must email your recitation instructor(s) and the instructor(s) whose recitation you wish to attend instead. This should be done before either of the recitations occurs.
We will hold an extra, longer recitation session weekly (unless otherwise specified) on Saturday, 10:00-11:20 AM over Zoom using the following link. This session will be recorded and notes will be posted, so you can refer to them at any time.
Because this session is designed to allow you more time to digest and think through the problems, it will cover the same problems as the regular recitation sections. Although you may come and go as you please, this session can be counted towards your recitation attendance only if you stay the entire duration.
We understand the material covered in CIS 160 is extremely difficult, so if you feel that the pace of regular recitations is too fast, would like to review the recitation material one more time, or any other reason, please feel free to attend this recitation session instead!
Topics: Planar Graphs
Topics: Relations, Probabilistic Method, Functions
Topics: Relations, Probabilistic Method
Topics: Chebyshev's Inequality, Binomial and Geometric Distributions, Hall's Theorem
Topics: Linearity of Expectation, Indicators, Variance, Markov’s Inequality, Graph Coloring and Matching
Topics: Independence, Random Variables, Expectation, Eulerian & Hamiltonian Graphs
Topics: Conditional Probability, Total Probability Theorem, Trees
Topics: Probability, Graph Theory
Topics: Binomial Theorem, Pigeonhole Principle, Strong Induction
Topics: Multisets, Sticks and Crosses, Combinatorial Proofs
Topics: Permutations, Combinations, Inclusion-Exclusion, Mathematical Induction
Topics: Counting, Sets, Proof Techniques
Topics: Intro to Logic, Proofs, Counting