Finishing up Ch 5

The rest of the chapter straddles the Thanksgiving break.

11/25  Trapezoidal Rule (5.5), Review
           HW p.295-297/1, 3, 5-9,1 1, 12, 17 (not d), 22, 23
11/26  Half-Day A C F H    Simpson's Rule
11/27  Thanksgiving

12/02   Chapter 5 Test

The beginning of Chapter 5

This is the proposal.  It might change but I hope not. Chapter 5 is when we start looking at going the other way - e.g. if you start with the derivative, what is the function?  To be ready, you need a rectangular area approximation program in your calculator.  

11/12  HW  Enter RAM program in calculator plus p.229-231/16-18,50,51
11/13  Area and Riemann Sums (5.1, 5.2)
             HW p.254-257/1-5,7,8,10-13,22-26 and p.267/7-27 odd
11/14  Integration and Integral Properties (5.2, 5.3)
             HW p.267-268/29-47 odd  and  p.274-275/1-6

11/18   Average Value of a Function (5.3)
              HW p.275-276/26, 29-42, 46
11/19   Fundamental Theorem of Calculus (5.3, 5.4)
              HW p.275/7-27 odd  and  p.286/1-17 odd
11/20   More tricky integrals with the Fundamental Theorem (5.4)
              HW p.286-287/19-35 odd, 37-46  (bring your book)
11/21   And more...  (5.4, bring your book)
              HW p.287-288/47-56, 60-64

Post-test homework

To be ready for the start of Chapter 5 tomorrow, you need to enter the RAM program in your calculator (a copy of the program is on my desk if you didn't get it).  Also, do the following Newton's Method problems:
p. 229-231/16-18, 50, 51

The rest of the derivative application problems

Here are the rest of the assignments for the derivative applications in Chapter 4 (and a bit of 8)

10/31  Linear Approximation (remember: read the handout, not the book)
            HW handout/1-10,14-17  and  p.229-231/11-14, 52

11/04  Linear Approximation cont. (percent change problems)
            HW handout/11-13  and  p.230-231/31-45 odd
11/05  L'Hopital's Rule (using derivatives to find limits)
            HW p.423-425/1-47 odd, 50, 52
11/06  Related Rates (derivatives with implicit parametrics)
            HW p.237-239/3,5,6,9,11-13,15,18-22,24
11/07  Related Rates cont.  (bring your books)
            HW p.240-241/27,28,30,32,34,35,37,39,40,41

11/11  Veteran's Day - no school
11/12  Proposed date for the test

Optimization Homework

10/29  p.214-217/1,5,7,9,15,17,20,22,25,26,28,32,34,36

10/30  p.217-219/39-42, 43- 49 odd

Some Chapter 4 homework

The first part of Chapter 4 is conceptual, the rest is applications. Here is the conceptual homework (sorry I didn't post this earlier, I thought I had).

10/23  4.1 cont.  Local & Absolute Extreme and Critical Points
             HW p.184-185/27-43 odd, 36, 45-53

10/24  4.2 Mean Value Theorem
             HW p.192-193/3,5,9,13,15-20,21a,24a,25-33 odd,
                   36,39,40,50,51a

10/28  4.3 Second Derivative Test
             HW p.204-206/8-29 by 3's, 31-39 odd, 41-48

The rest of the Ch 3 homework

The rest of Chapter 3 is as follows:
10/14  3.7 Prove power rule for rational powers
            3.8 Derivatives of Inverse Trig Functions
            HW p.156-157/46-51    p.162-163/1-19 by 3's,20,21-33 odd,34
10/15  3.9  Derivatives of Exp and Log Functions
            HW p.170-171/1-41 alternating odds,42,47-50,52
10/16  Professional Development - no school
10/17  3.9 Logarithmic Differentiation   HW p.170/19,20,43-46; p.172/22

10/21  Review or Test  Post-Test HW read 4.1, do p.184/1-25 odd
10/22  Test or Start 4.1

More details for the Chapter 3 plan of attack

Here is a more updated version of what we are doing for the next two weeks (when we actually have class):

9/26  3.4 (Rates of Change) and 3.5 (Trig Differentiation)
         HW p.129-133/1-3,5,8,9,12,13,16,20,21,23-32,34,36
         HW p.140-141/1-13 odd,17-21,23,27-29,31-33,35 (14-16 were CW)

9/30  Rosh Hashanah, no school
10/1  2nd day of Rosh Hashanah, no me
10/2  Review of 3.1-3.5 (all questions answered)
10/3  Test of 3.1-3.5
         HW read 3.6, do p.146-147/1-27 odd

10/07  3.6 Chain Rule (some more)
          HW p.147-148/33-49 odd, 60-65
10/08  Parametrics  CW p.147-148/50-58, 66, 68, 71
10/09  Yom Kippur, no school
10/10  3.7 Implicit Differentiation
          HW p.155-156/3, 7, 11-37 odd, 40-45

Next step with derivatives

This the the syllabus for next week.  We will probably have a test after section 3.5.

9/19  Finish up the intro  HW p.102-104/16-18,20,22,23,25,26,28
         plus nDeriv Worksheet
9/23  Continuity, Local Linearity, etc.
         HW p.111-112/4-20 by 4's, 21-23,29,30 plus Smoothness Worksheet
9/24  Rules of Differentiation  HW  p.120/1-19 odd, 20-23, 25
9/25  Proofs of Rules  HW p.120-121/27-31 odd, 33-39
9/26  Velocity and Rates of Change
         HW p.129-133/1-3,5,8,9,12,13,16,20,21,23-32,34,36

Upcoming "events"
9/30  Rosh Hashanah (no school)
10/02 Back to School Night
10/09 Yom Kippur
10/13 Columbus Day
10/16 Professional Development Day
10/31 Term 1 ends

Starting Chapter 3

This is a big chapter so we will start easy.  The post-test homework is to read section 3.1 and do p.101/1-6, 11-13.