Below are the remaining assignments for Chapter 3.

Homework #7  Due Monday, October 2
	 
  Section 3.3 #24,40, 57
  Section 3.4 #2, 8, 10, 22


Homework #8  Due Wednesday, October 4

  Section 3.5  #10, 14, 34, 52
  Section 3.6  #14, 24


Homework #9, Due Wednesday, October 11

  Section 3.7 #4, 6, 26, 34, 36, Find D_x^n x^n for n = 1,2,3,4. Guess
  a formula that works for general n.
  Section 3.8 #8, 14, 24, 42

Homework #10, Due Friday, October 13

  Section 3.9   #6, 14, 16 
  Section 3.10  #12, 18, 28


Homework F, Due  

  Section 3.3 #48 (Hint: fgh = f(gh).)


Homework G, Due Monday, October 9

  Section 3.5 #44

Homework H, Due Tuesday, October 10

  Section 3.7 #44


Homework I, Due Thursday, October 12

 Section 3.9, #10



What you need to know for Exam 2, from section 3.1-3.5.  

1. The derivative, the integral and the limit are the three most
   important gadgets in calculus. We studied the limits for the
   previous exam. Integrals are not until after the next exam. Which
   definition do you think you will need to know for exam 2?

2. You should be able to construct the correct statement of the
   product, chain, quotient and sum rules.  I would like you to
   understand how to prove all four of these rules.  However, I have
   only asked you to learn the proof of one of these rules.  Which one
   is it? When you are studying the proof, you should not
   only study the proof of the stated result, but you should also make
   sure that you understand the results that are used in the proof.

3. Know the derivatives of sin, cos, tan and sec. Understand how to
   use the quotient rule and the derivatives of sin and cos to derive
   the derivatives of the remaining functions.

4. Don't think that this course is "all theory". In addition to the
   above, you should be able to differentiate quickly and
   efficiently.  

5. Know the interpretation of the derivative as a rate of change,
   velocity or slope of the tangent line. We will look at more
   applications of this in the last few sections of Chapter 3.