John Adamski, PhD

Fordham Math 1100-R07: Finite Mathematics, fall 2022

Course Documents

Office Hours

Additional Resources


1F 9/27.1: Sets
2Tu 9/67.2: Applications of Venn Diagrams
3F 9/97.3: Introduction to Probability
4Tu 9/137.4: Basic Concept of Probability
5F 9/167.5 Conditional Probability
6Tu 9/207.5 Conditional Probability continuedWritten Homework 1, Solutions
7F 9/23Review of probability formulas so far
8Tu 9/277.6: Bayes' TheoremWritten Homework 2, due 10/4
9F 9/307.6 Bayes' Theorem continued
10Tu 10/4ReviewPractice Problems for Exam 1, Solutions
11F 10/7Exam 1 (7.1-6)
12Tu 10/118.1: The multiplication Principle; Permutations
13F 10/148.2: Combinations
14Tu 10/188.3: Probability Applications of Counting Principles
15F 10/218.4: Binomial probability
16Tu 10/258.5: Probability distributions; Expected Value
17F 10/28Review
18Tu 11/19.1, 9.2: Mean, standard deviation, median
19F 11/49.3: Normal Distribution, I
20Tu 11/89.3: Normal Distribution, II
21F 11/11Review
22Tu 11/15Exam 2 (8.1-5, 9.1-9.3
23F 11/185.1: Simple and Compound
24Tu 11/225.2: Future Value of an
25Tu 11/295.3: Present Value of an Annuity; Amortization
26F 12/2Review
27Tu 12/6Review
28F 12/9Review
99F 12/16Final Exam