The text is Single Variable Calculus Early Transcendentals, Vol I (6th '08 Ed.) by Stewart, Brooks/Cole. This textbook will be used for the entire sequence Math 1125-1126. In addition, we will be using WebAssign online homework in this class, which is an extra fee (see below for details). There are several options for buying the text and Enhanced WebAssign (EWA) access. Please note: These options are for purchasing Vol. 1 which contains Chapters 1-6. If you know you are going on to Math 1132Q after the 1125Q-1126Q sequence, you may wish to buy the complete Single Variable Calculus Early Transcendentals.

Option 1: Purchase the text bundled with an EWA access code for one semester for about $94. This may be purchased at the UConn Coop or at the publisher's ichapters site whose address is forthcoming.

Option 2: Purchase an ebook with Life of Edition (LOE) EWA access for about $85. The ebook is an online version of the full Stewart textbook viewable through the WebAssign website (not downloadable to your computer) and you will have access to it and WebAssign when enrolled in any course using any part of the full Stewart textbook (Math 1125-1126, Math 1131-1132, and Math 2110). This is the cheapest option, especially for those continuing on to later courses, but not ideal for those that prefer an actual book that they come thumb through and keep for future reference. This can be purchased from the UConn Coop or directly from WebAssign when you first login.

Option 3: Purchase LOE EWA access ONLY for about $50. This is if you purchase the text from another retailer or website, or have the text already. You can also purchase WebAssign access for one semester only for $35, but this is not recommended as most of you will be taking at least Math 1126 in addition to this course. These can be purchased from the UConn Coop or directly from WebAssign when you first login.

Instructors and Sections

Please go to the list of Current Courses on the Math Department's Homepage.

Grading

Week	Section	Topic
1	1.1	Four Ways to Represent a Function
	1.2	Mathematical Models: A Catalog of Essential Functions
2	1.3	New Functions From Old Functions
	1.4	Graphing Calculators
3	1.5	Exponential Functions
	1.6	Inverse Functions and Logarithms
4	1.6	continued
	2.2	The Limit of a Function
5	2.3	Calculating Limits Using the Limit Laws
6		review
		Exam 1 (October 7, 6-8 pm)
		No class during last class period of the week
7	2.4	The Precise Definition of a Limit
	2.5	Continuity
8	2.6	Limits at Infinity
	2.1	The Tangent and Velocity Problems
	2.7	Derivatives and Rates of Change
9	2.8	The Derivative as a Function
	3.1	Derivatives of Polynomials and Exponential Functions
10	3.2	The Product and Quotient Rules
	3.3	Derivative of Trigonometric Functions
11	3.4	The Chain Rule
12		review
		Exam 2 (November 18, 6-8 pm)
		No class during last class period of the week
		Thanksgiving Break
13	3.5	Implicit Differentiation
	3.6	Derivatives of Logarithmic Functions
14		review

Sections	Instructors	Location
08, 12, 15	Sekhon and Lan	MONT 143
01, 04, 11	Mullen and Canakci	PB 36
02, 06, 09, 10	Miller and Li	SCHN 55
03, 05, 07, 14	Haga and Perera	CLAS 108