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Syllabus
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What?

  • Math 217: Multivariable and Vector Calcululs
    • Abstract: Partial differentiation, extreme values, multiple integration, vector fields, line and surface integrals, the divergence theorem, Green's and Stokes' theorems. Intended for students in Honours Physics and Engineering Physics.
    • Prerequisites: A score of 68% or higher in one of PHYS 101, PHYS 107, PHYS 153, SCIE 001 and a score of 68% or higher in one of PHYS 102, PHYS 108, PHYS 153, SCIE 001 and a score of 68% or higher in one of MATH 101, MATH 103, MATH 105, MATH 121, SCIE 001.
    • UBC Fizz Resources
    • 2015:M217 UBC Details
  • Lectures
  • Skills
  • Concepts
  • Text

Where and When?

  • Schedule
  • Fall 2015: Tuesday, September 8 -- Friday, December 4
  • Exams Interval: Tuesday, December 8 -- Tuesday, December 22
  • Academic Calendar

How?

  • Assignments
  • Epics
  • Midterm Exams
  • Final Exam

Who?

Coarse View of Course

gantt dateFormat YYYY-MM-DD title 2015M217 
    section Administration
    Start Course                :crit, done, admin1, 2015-09-08, 1d
    Cr/D/F Grading Change Date  :crit, done, admin2, 2015-09-22, 1d
    Withdrawal Date             :crit, done, admin3, 2015-10-16, 1d
    End Course                  :crit, done, admin4, 2015-12-04, 1d

    section Class
    Vectors                     :crit, done, des1, 2015-09-08, 12d
    Differentiation		        :crit, done, des2, after des1, 28d
    Integration                 :crit, done, des3, after des2, 16d
    Vector Fields               :crit, done, des4, after des3, 24d

    section Exams
    Midterm1    :crit, mt1, 2015-10-15, 2d
    Midterm2	:crit, mt2, 2015-12-01, 2d
    Final		:crit, final1, 2015-12-10, 2d

    section Homework
    Assignments :crit, A1, 2015-09-08, 89d
    Epic1       :epic1, 2015-10-29, 2d
    Epic2       :epic2, 2015-11-23, 2d

Fine View of Course

gantt dateFormat YYYY-MM-DD title 2015M217 
    section Administration
    Start Course                :crit, done, admin1, 2015-09-08, 1d
    Cr/D/F Grading Change Date  :crit, done, admin2, 2015-09-22, 1d
    Withdrawal Date             :crit, done, admin3, 2015-10-16, 1d
    End Course                  :crit, done, admin4, 2015-12-04, 1d

    section Vectors
    Intro                           :active, intro1, 2015-09-08, 1d
    Vectors                         :crit, done, des1, 2015-09-08, 12d
    3d                              :active, l1, after intro1, 1d
    dot and cross product           :active, l2, after l1, 2d
    cylinders and quadric surfaces  :active, l3, after l2, 2d
    vector functions                :active, l4, after l3, 3d
    motion in space                 :active, l5, after l4, 3d
    
    section Differentiation
    Differentiation                             :crit, done, des2, after des1, 28d
    functions of several variables              :active, l6, after l5, 5d
    limits                                      :active, l7, after l6, 3d
    continuity                                  :active, l8, after l7, 2d
    partial derivatives                         :active, l9, after l8, 5d
    linear approximiation                       :active, l10, after l9, 2d
    chain rule                                  :active, l11, after l10, 4d
    directional derivatives and the gradient    :active, l12, after l11, 2d
    Optimization                                :active, l13, after l12, 3d
    Lagrange multipliers                        :active, l14, after l13, 2d
    
    section Integration
    Integration                                 :crit, done, des3, after des2, 16d
    double integrals over rectangles            :active, l15, after l14, 2d
    double integrals over regions               :active, l16, after l15, 2d
    applications of double integrals            :active, l17, after l16, 3d
    triple integrals                            :active, l18, after l17, 5d
    triple integrals in spherical coordinates   :active, l19, after l18, 2d
    change of variables                         :active, l20, after l19, 2d
    
    section Vector Fields
    Vector Fields                                           :crit, done, des4, after des3, 24d
    vector fields and line integrals                        :active, l21, after l20, 2d
    line integrals of vector fields                         :active, l22, after l21, 2d
    conservative vector fields and path independence        :active, l23, after l22, 2d
    Green's theorem                                         :active, l24, after l23, 5d
    curl and divergence                                     :active, l25, after l24, 3d
    parametric surfaces                                     :active, l26, after l25, 2d
    surface integrals                                       :active, l27, after l26, 2d
    surface integrals of vector fields and Stokes theorem   :active, l28, after l27, 3d
    the divergence theorem                                  :active, l29, after l28, 3d

    section Exams
    Midterm1    :crit, mt1, 2015-10-15, 2d
    Midterm2	:crit, mt2, 2015-12-01, 2d
    Final		:crit, final1, 2015-12-10, 2d

    section Homework
    A1          :crit, A1, 2015-09-17, 4d
    A2          :crit, A2, 2015-09-23, 5d
    Epic1       :epic1, 2015-10-29, 2d
    A3          :crit, A3, 2015-11-02, 7d
    A4          :crit, A4, 2015-11-17, 5d
    Epic2       :epic2, 2015-11-23, 2d
    A5          :crit, A5, 2015-11-25, 7d