Math 30800, Section R, Fall 2018: Bridge to Advanced Mathematics
Prof. Hooper

Announcements:

If you are taking this course, please fill out this introductory survey.
The course textbooks can be freely downloaded from the publisher while you are on campus: Download Gerstein's Introduction to Mathematical Structures and Proofs and Ross' Elementary Analysis.

Course information:

Course Learning Outcomes: CLO.pdf
Course Information: course_information.pdf
The Mathematics Department's Course Webpage
Tentative Course Calendar
Homework

Additional documents:

These are all pdf documents. Some documents are password protected. The password is always the same and was provided in class.

Practice for the final and a few solutions.
Notes on constructing the rationals
Solutions to midterm 3 (same password)
Practice for Midterm 3 and solutions. (Please attempt the problems before looking at the solutions!)
Some notes on functions (including left and right inverses)
Solutions to midterm 2 (same password)
Practice for Midterm 2 and solutions. (Please attempt the problems before looking at the solutions!)
Solutions to midterm 1 (password given in class).
Practice for Midterm 1 and solutions. (Please attempt the problems before looking at the solutions!)

Section Information:

Meeting times:	TuTh 3:30-4:45pm in NAC 6/111
Instructor:	Prof. Pat Hooper
Office:	NAC 6/282
Office Hours:	Tuesdays 12-1pm and Thursdays 5-6pm on any day our class meets. Appointments are accepted.
Email:
Phone:	(212) 650-5149

Additional Links:

An Introduction to Proofs and the Mathematical Vernacular: A free introduction to proofs book.
Mohammad Reza Pakzad "Introduction to Theoretical Math" course page:
This page course has a supplement on Logic and Proof covering logic, quantifiers, and some proof techniques.

Visit Prof. Hooper's website

Last modified on December 12, 2018.
[] []