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COMP 2804: All Questions
COMP 2804: Midterm Questions
COMP 2804: Final Exam Questions
Chapter 3: Counting
3.1: The Product Rule
3.1.1: Counting Bitstrings of Length n
3.1.2: Counting Functions
3.1.3: Placing Books on Shelves
3.10: The Pigeonhole Principle
3.2.1: The Bijection Rule
3.3: The Complement Rule
3.4: The Sum Rule
3.5: The Principle of Inclusion and Exclusion
3.6: Permutations and Binomial Coefficients
3.6.1: Permutations and Binomial Coefficients
3.6.2: Newton's Binomial Theorem
3.6.2: Permutations and Binomial Coefficients
3.7: Combinatorial Proof
3.9.1: Reordering the Letters of a Word
3.9.2: Counting Solutions of Linear Equations
Chapter 4: Recursion
4.1: Recursive Functions
4.2: Fibonacci Numbers
4.2.1: Counting 00-Free Bitstrings
4.3: A Recursively Defined Set
4.4: Uniform Probability Spaces
4.5: Euclid's Algorithm
Chapter 5: Discrete Probability
5: Discrete Probability
5.11: Independent Events
5.11.1: Rolling Two Dice
5.11.2: A Basic Property of Independent Events
5.3: Basic Rules of Probability
5.4.1: The Probability of Getting a Full House
5.5: The Birthday Paradox
5.73: Question
5.8: Conditional Probability
5.9: The Law of Total Probability
Chapter 6: Random Variables and Expectation
6: Random Variables and Expectation
6.1: Random Variables
6.2: Independent Random Variables
6.4: Expected Values
6.5: Linearity of Expectations
6.6.1: Determining the Expected Value
6.7.1: Determining the Expected Value
6.8: Indicator Random Variables