Finals are the week of Dec 11th to Dec14th.  The schedule has been modified from the calendar I gave you due to student request and preference.  Please do you best not to be absent as it will delay other students getting their results back in a timely manner.

 

Dec 11th Curve Sketching (applies derivatives)

Dec 12th Limits and Continuity

Dec 13th Derivatives and Differentiability

Dec 14th Rates of Change.  (calculator active)

 

What type of work that will be needed to retest will be presented next week in class.

 

Retests will happen the following week during normal final periods 

 

 

1.  In addition to the previous two homework sets (One six problem worksheet, and the other was textbook problems from chapter 4.1 - see previous homework assignments)  We have two new sets:  One that covers analyzing functions in graphical form using derivative rules to analyzing increasing and decreasing, negative and positive, and min and max.  The second set is mostly from the textbook, covers the same concepts but in a data table format or equation format. Students need experience both.  Solutions to all problems and textbook problems are also found here.

 

2.  Also attached is the last page of notes for this topic.

 

Please check your answers to make sure you are learning the concepts correctly and work hard!

 

Tomorrow we will finish up the rest of the notes on curve sketching with the second derivative.  The rest of the week will help to solidify the concepts in CC3 and give you some calculator practice.  

 

Posted here are the notes from today and tomorrow and the two active practices I gave you last week with solutions.  Please use them to help you check your answers.  Also please check your answers from the textbook!

 

Critical Points

Function Incr/Decr

Find Max and Min first derivative test

Find Max and Min second derivative test

EVT like example

Concavity

 

 

 

1 . Here are the notes we have done the last couple of weeks, Trigonometry, Chain, Implicit and Log/Exponential Derivatives

 

2.  Here is the Calendar and outline of what the final will entail.  Please look it over so you can prepare fully for it and not wait till the last moment because it will not work.  

 

3.  In addition to the Calendar you were suppose to turn in a model card for each problem you got partially correct or wrong on the CC2 quick check and it is due this tuesday before break.  I have posted the answers if you need some help but you really need to annotate the problems in such a way that you understand the concept.

 

4. Active Practice

Implicit Derivative (In our textbook chapter 3.5)

Page 215-217

Concept #1-4, #23-24  Do one to two problems from each # group

Procedural #5-22 except 17, #23-28, #35-38 Do two to three problems from each group

Problem Solving #44,75,76,80

 

Log Derivatives Textbook Page 223

Page 223

2-12, 19  Recall

23-26, 31-34 Routine

43, 45, 47, 52, 54 Non-Routine

 

Focus on problems 19,27,33,43,45,52

Solutions to the text book are posted here.

 

 

 

 

1.)  Posted here are the notes and active practice for chain rule.  Try to get as much questions answered tomorrow and try the active problems because after break we are moving on to our next derivative rule.  For the problems in the textbook try to check you work the the full solutions posted here and use the password given in class to open it.

 

2.)  Here are some videos to help 

 

https://www.youtube.com/watch?v=ejlEXzNAgqk    <= jump to minute 8

 

4.)  Lastly here is the list of what I will be checking for on Tuesday from each of you.  It is the something that I hope will keep you on track to prepare for the finals and do well.  

 1.)  Rates of Change Notes and Active Practice Problems:  You will have tomorrow to try these problems out and on Thursday we are moving on to the next topic in CC 2 Trig derivatives.  

 

Active Practice: Rates of Change

Stewart Text

Concept

Pg. 150 #47, 49, 50, 52, 53, 57, 58

Pg. 161 #13, 15

Procedures (10 minutes)

Pg. 163 #36, 37, 38, 39

Problem Solving/Communicate Reasoning (5 minutes)

Pg 189 #59, 60

 

 

Also posted here are the answers to the motion worksheet.

 

1.  Notes, problems and key for L'Hopitals

     Youtube video to help if you are still confused

     https://www.youtube.com/watch?v=uhxGH7OhrIM

2.  CC3 Notes Part 1 Curve Sketching.

 

Tuesday/Wednesday you were given Active Practice on Differentiability and Continuity which is posted here.  It comes from our blue textbook Stewart and scanned pages from the Leithold Textbook.  

 

Stewart (Ch2 and Ch3 PDFs) & Leithold Texts solutions (Differentiability Problems and the six problems you should do on your own) are posted here

 

Concept

Stewart Text: pg. 163 #41-44

Leithold Text (attached page of problems): Please read directions carefully!

pg. 126 #21-26 and pg. 126 #27-30

Procedures:

Leithold Text: pg. 125 #1, 3, 4, 5,11, 16, 19

Problem Solving/Communicating Reasoning

Stewart Text: pg. 164 #58, 59, 63, 65

Leithold Text: pg. 127 #33, 35, 36

Please do the following 6 problems by yourself on separate sheets of paper as a model card (in other words annotate steps and make connections. If you get stuck that is okay please summarize what you were able to do and understand (i.e. were you able to create a visual and make connections to other concepts?)

Concept

Stewart Text: pg. 163 #44

Leithold Text (attached page of problems): pg. 126 #25 

Procedures:

Leithold Text: pg. 125 #16, 20

Problem Solving/Communicating Reasoning

Stewart Text: pg. 164 #65

Leithold Text (attached page of problems): pg. 127 #36