MA123 Course Text

Detailed notes with the plan for each chapter (goals, main facts and problems to be discussed in class) have been written in order to assist you throughout the course. They will be used as a primary means of instruction. Your instructor may use exactly these examples, or may use similar examples so that you can review these as additional examples.

This course has about 160 pages of lecture notes and recitation worksheets. These pages can be printed on campus printers for about 12 cents per page, (see UK's IT site for current pricing information) which would total a bit less than $20. You might prefer to consider the following other alternatives:

  1. You can use your private printer to print the pages.
  2. You can view the notes on your own computer.

We recommend that you review the lecture notes before or after class. It is best to treat the original copy as a worksheet, fill in what answers you can, and only consult the versions with answers to check your work or if you get stuck.

The chapters below also include links to some practice/review problems and video lectures. Some of these can be very helpful; others are a bit out of date and may represent material that is no longer covered in the course. If you are unsure whether a particular resource or question is important, please contact your instructor.

Chapter 1:
 
 
 
Equations, functions and graphs
lecture notes               practice/review problems
notes with answers       notes with color answers       answers to practice/review problems
 Video lectures
Chapter 2:
 
 
 
Change, and the idea of derivative
lecture notes               practice/review problems
notes with answers       notes with color answers       answers to practice/review problems
 Video lectures
Chapter 3:
 
 
 
The idea of limits
lecture notes               practice/review problems
notes with answers       notes with color answers       answers to practice/review problems
 Video lectures
Chapter 4:
 
 
 
Computing some derivatives
lecture notes               practice/review problems
notes with answers       notes with color answers       answers to practice/review problems
 Video lectures
Chapter 5:
 
 
 
Formulas for derivatives
lecture notes               practice/review problems
notes with answers       notes with color answers       answers to practice/review problems
 Video lectures
Supplement:
 
 
 
Exponential and logarithmic functions
lecture notes               practice/review problems
notes with answers       notes with color answers       answers to practice/review problems
 Video lectures
Chapter 6:
 
 
 
Extreme values, the Mean Value Theorem, and curve sketching
lecture notes               practice/review problems
notes with answers       notes with color answers       answers to practice/review problems
 Video lectures
Chapter 7a:
 
 
 
Related Rates
lecture notes               practice/review problems
notes with answers       notes with color answers       answers to practice/review problems
 Video lectures
Chapter 7b:
 
 
 
Optimization
lecture notes               practice/review problems
notes with answers       notes with color answers       answers to practice/review problems
 Video lectures
Chapter 8:
 
 
 
Idea of the integral
lecture notes               practice/review problems
notes with answers       notes with color answers       answers to practice/review problems
 Video lectures
Chapter 9:
 
 
 
Estimating definite integrals
lecture notes               practice/review problems
notes with answers       notes with color answers       answers to practice/review problems
 Video lectures
Chapter 10:
 
 
 
Integrals, antiderivatives, and the Fundamental Theorem of Calculus
lecture notes               practice/review problems
notes with answers       notes with color answers       answers to practice/review problems
 Video lectures