Note: this webpage is specific for Sections 22,23, and 24.
IMPORTANT NOTES:
(i) I AM NOT USING CANVAS OR SAKAI, ALL COMMUNICTION WITH STUDENTS IS VIA EMAIL AND THIS WEB-PAGE
(ii) THE MIDTERM EXAMS, AND FINAL EXAM, ARE NOT THE SAME AS THE OTHER SECTIONS OF 251
TEXT: Calculus, Early Transcendentals, by Jon Rogawski and Colin Adams
OFFICIAL EMAIL: zeilberg at math dot rutgers dot edu
E-mail FOR THIS CLASS ONLY: DrZcalc3 at gmail dot com .
While this class is Asynchronous remote, if it is at all possible, you should attend the live RECITATIONS. Invitations were sent.
IMPORTANT NOTE: ALL RECITATIONS WILL BE RECORDED AND POSTED IN THIS PAGE. IF YOU CAN'T COME TO THE LIVE RECITATION YOU CAN WATCH THE VIDEO.
CLASS POLICY , and grading method.
Rutgers Virtual Computer Labs [where you can access Maple]
Added Oct. 1, 2020:
Here is a
Sample Exam ,
[Note that it is just to familiarize yourself with this style of exams. The material is drawn from calc1 and calc2]
Added Oct. 5, 2020:
Sample Exam Perfect Solution,
Added Oct. 28, 2020: You are welcome to join the Second chance club for Exam 1,
Teach yourself the basics of Maple by reading Frank Garvan's golden-oldie
part 1,
part 2
Note: a few commands are no longer valid in today's Maple. The
most important one is that " has been replaced by %.
For more details, see this 2002 masterpiece.
IMPORTANT TIP : The Default Maple format is the annoying 2D notation. To switch to
"Maple notation" you go to the "Tools" menu, scroll down and click on "Options", then click on "Display"
and then change
Input display: Maple notation
Output display: Maple notation
Here is Getting to Know You quiz
[The last word of the limerick should have been e, sorry. I thank Orion K. Sanfilippo (and quite a few other people) for detecting this.]
Here is Answer to the corrected version
Here is Attendance quiz 1 (.txt) format
[Attendance quiz 1 (.pdf) format]
and here is the
Solution to Attenance quiz 1 (.txt)
[Solution to Attendance quiz 1 (.pdf)]
12.3
12.4
Here is Lecture 2's Empty .txt attendance quiz
[due Sept. 11, 8:00pm]
Here is Lecture 2's .pdf attendance quiz
[due Sept. 11, 8:00pm]
and here are the full solutions
Here is Lecture 3's Empty .txt attendance quiz
[due Sept. 14, 8:00pm]
Here is Lecture 3's .pdf attendance quiz
[due Sept. 14, 8:00pm]
and here are the full solutions.
Here is Lecture 4's Empty .txt attendance quiz [due Sept. 17, 8:00pm]
Here is Lecture 4's .pdf attendance quiz
[due Sept. 17, 8:00pm]
and here are the full solutions.
Here is Lecture 5's Empty .txt attendance quiz [due Sept. 21, 8:00pm]
Here is Lecture 5's Empty .pdf attendance quiz [due Sept. 21, 8:00pm]
and here are the full solutions.
14.1 : 14.2
Here is Lecture 6's Empty .txt attendance quiz [due Sept. 24, 8:00pm]
Here is Lecture 6's Empty .pdf attendance quiz [due Sept. 24, 8:00pm]
and here are the full solutions.
Here is Lecture 7's Empty .txt attendance quiz [due Sept. 28, 8:00pm]
Here is Lecture 7's Empty .pdf attendance quiz [due Sept. 28, 8:00pm]
and here are the full solutions.
Here is Lecture 8's Empty .txt attendance quiz [due Oct. 1, 8:00pm]
Here is Lecture 8's Empty .pdf attendance quiz [due Oct. 1, 8:00pm]
and here are the full solutions.
Here is Lecture 9's Empty .txt attendance quiz [due Oct. 5, 8:00pm]
Here is Lecture 9's Empty .pdf attendance quiz [due Oct. 5, 8:00pm]
and here are the full solutions
Recitation 10 delivered Oct. 8, 2020, 8:40-10:00am
Here is Lecture 10's Empty .txt attendance quiz [due Oct. 8, 8:00pm]
Here is Lecture 10's Empty .pdf attendance quiz [due Oct. 8, 8:00pm]
and here are the full solutions.
Here is Lecture 11's Empty .txt attendance quiz [due Oct. 12, 8:00pm extended to Oct. 17]
Here is Lecture 11's Empty .pdf attendance quiz [due Oct. 12, 8:00pm, extended to Oct. 17]
and here are the full solutions.
[The emtpy exam will be Emailed to you 8:40am, as an ATTACHMENT called mt1.txt . You should rename it as mt1FirstLast.txt, edit it, by doing your best (DON'T FORGET TO ENTER THE ANSWERS IN THE ANSWER KEY at the top) and email it to DrZcalc3@gmail.com no later than 10:00am. If you have a conflict with another class, state the name of the class and the professor, and start it as soon as it is over, and return 80 minutes later]
Here is Exam 1. To get the perfect solution to each student (according to email) see this directory.
Added Oct. 17, 2020: Instead of covering the material for Lecture 12,
Recitation 12
delivered Oct. 19, 2020, 8:40-10:00am
reviewed the exam and is
MANDATORY for those who wish to take the make-up exam on Oct. 25, 2020.
[If this time slot conflicted with an official class, in the attenance quis for that session, state
the name of the class and the professor, and watch the video completely]
If anyone has any questions about the current material (VERY IMPORTANT FOR EXAM 2 and the FINAL) please come to office hours MTH 10:30am-11:30am
Here is the Oct. 19 Empty .txt attendance quiz for the Oct. 19 review session [due Oct. 20, 8:00pm] deadline extended Oct. 21, 8:00pm, since the video was not available until 10/20]
Added Oct. 18, 2020: To get an idea for the syle of makeup exam here is Fall 2017 Exam 1 and here are the full solutions to Fall 2017 Exam 1
Here is Lecture 12's Empty .txt attendance quiz [due Oct. 19, 8:00pm]
Here is Lecture 12's Empty .pdf attendance quiz [due Oct. 19, 8:00pm]
and here are the full solutions.
Added Oct. 17, 2020: Instead of covering the material for Lecture 13,
Recitation 13
delivered Oct. 22, 2020, 8:40-10:00am
continuted to review the exam and is MANDATORY for those who wish to take the make-up exam on Oct. 25, 2020.
[If this time slot conflicts with an official class, in the attenance quis for that review session, state
the name of the class and the professor, and watch the video completely]
If anyone has any questions about the current material (VERY IMPORTANT FOR EXAM 2 and the FINAL) please come to office hours MTH 10:30am-11:30am
Here is the Oct. 22 Empty .txt attendance quiz for the Oct. 22 review session [due Oct. 23, 8:00pm]
Here is Lecture 13's Empty .txt attendance quiz [due Oct. 22, 8:00pm]
Here is Lecture 13's Empty .pdf attendance quiz [due Oct. 22, 8:00pm]
and here are the full solutions
Sunday, Oct 25, 2020, 9:00-11:00am: Makeup exam for those who qualify. You must have attended (or watched, if it conflicts with an official class) the two review recitations on Oct. 19, and Oct. 22, and returned the long attendance quizzes.
The make-up exam will be sent to eveyone at 9:00am as mu1.pdf and the scanned .pdf of the completed exam is due 11:00am as a scanned .pdf attachment renamed mu1FirstLast.pdf .
Added Oct. 26, 2020: Here is
Make-up exam for Exam 1
and here are
Liuang Shan's almost perfect answers.
[ Liuyang Shan lost 5 points in problem 5, since he forgot to plug-in x=1, y=1 and
lost 3 points in problem 9, since he gave the direction vector for general t.
The question was about the direction vector at t=0.]
Added Oct. 28, 2020: Here are Dr. Z.'s perfect (and detailed) answers.
Here is Lecture 14's Empty .txt attendance quiz [due Oct. 26, 8:00pm]
Here is Lecture 14's Empty .pdf attendance quiz [due Oct. 26, 8:00pm]
and here are the full solutions.
Here is Lecture 15's Empty .txt attendance quiz [due Oct. 29, 8:00pm]
Here is Lecture 15's Empty .pdf attendance quiz [due Oct. 29, 8:00pm]
and here are the full solutions.
Here is Lecture 16's Empty .txt attendance quiz [due Nov. 2, 8:00pm]
Here is Lecture 16's Empty .pdf attendance quiz [due Nov.2, 8:00pm]
and here are the full solutions.
Here is Lecture 17's Empty .txt attendance quiz [due Nov. 5, 8:00pm]
Here is Lecture 17's Empty .pdf attendance quiz [due Nov.5, 8:00pm]
and here are the full solutions.
Here is Lecture 18's Empty .txt attendance quiz [due Nov. 9, 8:00pm]
Here is Lecture 18's Empty .pdf attendance quiz [due Nov.9, 8:00pm]
and here are the full solutions.
Here is Lecture 19's Empty .txt attendance quiz [due Nov. 12, 8:00pm]
Here is Lecture 19's Empty .pdf attendance quiz [due Nov.12, 8:00pm]
and here are the full solutions.
Here is Lecture 20's .pdf attendance quiz [due Nov. 16, 8:00pm] and here are the full solutions.
Here is Lecture 22's .pdf attendance quiz [due Nov. 16, 8:00pm] and here are the full solutions.
[Note that there are two .pdf attendance quizzes]
Here is Lecture 20's Empty .txt attendance quiz [due Nov. 16, 8:00pm]
Here is Lecture 21's Empty .txt attendance quiz [due Nov. 20, 2020, 8:00pm]
Today's .pdf attendance quiz is rather long: because of its length, and in order to get prepared for the exam, there is an extended deadline. It is due Nov. 22, 8:00pm. It should be a hand-written .pdf (like the homework) called q21FirstLast.pdf
For each of the problems in
2017 Exam 2 make up a similar one and solve it.
Please do not peek at Solutions to 2017 Exam 2 until you tried your best. Then you can look at the answers, and use them to solve the problems that you made up.
The handwritten .pdf should be emailed, as usual, to DrZcalc3@gmail.com
The exam (.pdf), will be emailed to you, as an attachment called mt2.pdf, on Nov. 23, 2020, 8:40am and you must return the completed exam, renamed as mt2FirstLast.pdf (EXACTLY, please observe capitals, e.g. mt2DoronZeilberger.pdf NOT MT2DoronZeilberger.pdf) by 10:40am. If it conflicts with another exam or class, indicate the conflict, the name of the professor, and start it as soon as you can, state the starting time, and email it back no later than two hours later.
Added Nov. 25, 2020:
Here is Exam 2. Here are Solutions of and Commentary on Exam 2.
Added Nov. 25, 2020: You are welcome to join the Second chance club for Exam 2,
There is no Lecture or Recitation due to Thanksgiving
Here is Lecture 23's .pdf attendance quiz
[due Dec. 1, 2020, 8:00pm]
[Question 1 is about the material in handout 17.1 Part II, that was discussed in a previous lecture.
Nevertheless you should do it ]
and here are the full solutions.
Here is Lecture 23's Empty .txt attendance quiz [due Dec. 1, 2020, 8:00pm]
Here is sccII Nov. 30 session attendance quiz [due Dec. 1, 2020, 8:00pm]
Here is Lecture 24's .pdf attendance quiz
[due Dec. 4, 2020, 8:00pm]
Hint: Note "...or otherwise". If curl(F) is the ZERO vector, then F is a conservative vector field, and then
since the boundary, C of a surface, is ALWAYS closed, the value of the line integral is automatically zero
(by the Fundamental Theorem of Line Integrals, for the special case of closed curves, since then
the starting point equals the ending point), so the actual sufrace does not matter.
If you use Stokes, then the integrand of the surface integral is the zero vector-field, so again it is automatically zero,
and the actual sufrace is not important
and here are the full solutions.
Here is Lecture 24's Empty .txt attendance quiz [due Dec. 4, 2020, 8:00pm]
Here is sccII Dec. 3 session attendance quiz [due Dec. 4, 2020, 8:00pm]
Here is Lecture 25's .pdf attendance quiz
[due Dec. 8, 2020, 8:00pm]
and here are the full solutions.
Here is Lecture 25's Empty .txt attendance quiz [due Dec. 8, 2020, 8:00pm]
Here is sccII Dec. 7 session attendance quiz [due Dec. 8, 2020, 8:00pm]
Here is Lecture 26's Empty .txt attendance quiz [due Dec. 11, 2020, 8:00pm]
Lecture 26's .pdf attendance quiz is Fall 2017 Final
[due Dec. 12, 2020, 8:00pm. Do it as best as you can, and email it as an attachment q26FirstLast.pdf]
[Solutions will be posted Dec. 13]
and here are the full solutions.
Here is sccII Dec. 10 session attendance quiz [due Dec. 11, 2020, 8:00pm]
Marathon Review Part I Marathon Review Part II .
Here is Marathon Review's Empty .txt attendance quiz [due Dec. 13, 2020, 8:00pm. Only mandatory for SCC2 members.]
Final: