Math2210 Calculus 3
Spring, 2015

Syllabus

Course Outline (Schedule)

Homework Assignments
 Calculus Book Information
 Weekly Task
List
 Instructions
on how to get points back for your daily Canvas
Quizzes
Weekly Review Sessions:
Tuesdays, 8:35 to 9:25 a.m., in NS204
Fridays, 7:30 to 8:20 a.m., in WEBL103 (our usual classroom)
Class Notes
 Section 10.4 and Chapter 11 Notes
 Chapter 12 Notes
 Chapter 13 Notes
 Chapter 14.114.3 Notes
 Chapter 14.414.7 Notes
 Optional Multivariable Calculus Project
Class Schedule/Information
 For Monday's class: watch 1 Parametric Equations lecture video (10.4)
 For Wednesday's class: watch 2A & 2B Cartesian Coordinates in 3space lecture videos (11.1)
 For Friday's class: watch 3A & 3B Vectors lecture
video (11.2)
Week 2 (January 1923)
 For Monday's class: relax, Monday is a holiday!
 For Wednesday's class: watch 4A & 4B Dot Product & 4C Planes lecture videos (11.3)
 For Friday's class: watch 5A & 5B The Cross Product lecture
videos (11.4)
Week 3 (January 2630)
 For Monday's class: watch 6 Vectorvalued Functions, Curvilinear Motion lecture video (11.5)
 For Wednesday's class: make sure you understand sections 11.311.5 (we'll do more practice for these sections)
 For Friday's class: watch 7 Lines and Tangent Lines in 3Space lecture
video (11.6)
Week 4 (February 26)
 For Monday's class: watch 8 Surfaces in 3Space and 9A Spherical and Cylindrical Coordinates lecture videos (11.8, 11.9)
 For Wednesday's class: be prepared to ask questions as review for first midterm.
 For Friday's class: be prepared to take the Midterm 1.
Week 5 (February 913)
 For Monday's class: watch 9B Spherical and Cylindrical Coordinates and 10 Functions of Two or More Variables lecture video (11.9, 12.1)
 For Wednesday's class: watch 11A & B Partial Derivatives lecture videos (12.2)
 For Friday's class: watch 12A Limits and 12B Continuity lecture
videos (12.3)
Week 6 (February 1620)
 For Monday's class: relax, Monday is a holiday!
 For Wednesday's class: watch 13 Differentiability & Gradients lecture video (12.4)
 For Friday's class: watch 14 Directional Derivatives lecture
videos (12.5)
Week 7 (February 2327)
 For Monday's class:watch 15 Chain Rules lecture video (12.6)
 For Wednesday's class: watch 16A & B Tangent PLanes and Approximations lecture videos (12.7)
 For Friday's class: watch 17A & B Maxima and Minima lecture
videos (12.8)
Week 8 (March 26)
 For Monday's class: we'll finish covering sections 12.7 & 12.8
 For Wednesday's class: be prepared to ask questions as review for first midterm.
 For Friday's class: be prepared to take the Midterm 2.
Week 9 (March 913)
 For Monday's class: watch 18A & B Lagrange Multipliers lecture videos (12.9)
 For Wednesday's class: watch 19A Double Integrals over Rectangles & Iterated Integrals lecture video (13.1)
 For Friday's class: watch 19B Double Integrals over
Rectangles & Iterated Integrals lecture
video (13.2)
Week 10: March 1620 is Spring Breakthere is NO school!!
Week 11 (March 2327)
 For Monday's class:watch 20 Double Integrals over NonRectangular Regions lecture video (13.3)
 For Wednesday's class: watch 21 Double Integrals in Polar Coordinates lecture video (13.4)
 For Friday's class: watch 22A & B Surface Area lecture
videos (13.6)
Week 12 (March 30April 3)
 For Monday's class: watch 23 Triple Integrals in Cartesian Coordinates lecture video (13.7)
 For Wednesday's class: watch 24 Triple Integrals in Cylindrical and Spherical Coordinates lecture video (13.8)
 For Friday's class: watch 25 The Jacobian lecture
video (13.9)
Week 13 (April 610)
 For Monday's class: watch 26 Vector Fields lecture video (14.1)
 For Wednesday's class: be prepared to ask questions as review for first midterm.
 For Friday's class: be prepared to take the Midterm 3.
Week 14 (April 1317)
 For Monday's class:watch 27A & B Line Integrals and Work lecture videos (14.2)
 For Wednesday's class: watch 28 Independence of Path lecture video (14.3)
 For Friday's class: watch 28 Independence of Path lecture
video (14.3)
Week 15 (April 2024)
 For Monday's class: watch 29 Green's Theorem in the Plane lecture video (14.4)
 For Wednesday's class: watch 30 Surface Integrals lecture video (14.5)
 For Friday's class: watch 31 Gauss's Divergence Theorem lecture
video (14.6)
Week 16 (April 27May 1)
 For Monday's class: watch 32 Stokes' Theorem lecture video (14.7)
 Wednesday: Final Review, 9:3011:00 a.m.
 Thursday: Final Exam, 7:00  10:00 a.m. (starting an hour early to give you
additional time)
Week 1 (January 1216)
Extra Problems/Reference materials
 Book
Formulas Table
 Missing
Integral Tables from back of your book (pages 12)
 Missing
Integral Table from back of your book (page
3)
 Tangent
Planes Concept
Exam Reviews
 Midterm 1
Review: (covers sections 10.4,
11.111.6, 11.8)
Note: For the exam, you may bring one 8.5x11 inch sheet of paper of notes (front and back). No electronics allowed during the exam.

Midterm 1 Review Book Assignment
 Here is
another Calc
3 exam (from a different instructor)
On this exam, do problems #1abde, 2, 3, 4a, 5 for additional practice.
 Yet another set of exams and suggested problems
to
do. Test
1
and Test
2 do problems #13, and 5 on each of them.
 Midterm 2
Review: (covers sections 11.9,
12.112.8)
Note: For the exam, you may bring one 8.5x11 inch sheet of paper of notes (front and back). No electronics allowed during the exam.

Midterm 2 Review Book Assignment
 Here is
another Calc
3 exam (from a different instructor)
On this exam, do problems #14 for additional practice.
And a set of quizzes from the same teacher that have some good practice questions:
Quiz 4, Quiz 5, Quiz 6, Quiz 7
 Yet another exam to
do. Exam
and Key
 Midterm 3
Review: (covers sections 12.9,
13.113.4, and 13.613.9)
Note: For the exam, you may bring one 8.5x11 inch sheet of paper of notes (front and back). No electronics allowed during the exam.

Midterm 1 Review Book Assignment
 Here is
another Calc
3 exam (from a different instructor)
On this exam, do problems #1, 2 (parts 1 and 2), and 4ab for additional practice.
Also do #3b on this exam.
 And a set of quizzes from the same
teacher that have some good practice questions:
Quiz 7 (do number 1),Quiz 8, Quiz 9 (do problems 1 and 2)
 Yet another set of exams and suggested problems
to
do. Test
2 (do problems 1, 2, 3ab, 4)
 Final
Review: (covers everything we've
covered in class this semester)
Note: For the exam, you may bring one 8.5x11 inch sheet of paper of notes (front and back). No electronics allowed during the exam.

Final Review Assignment
 Extra
Final Review Problems (read through the Final Review
Assignment to make sense of this link)
 Extra
Final Review Answers (to Extra Final Review Problems
that were assigned)
 Here is another Calc 3 Final Exam (From a different instructor) and the Key