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picture1_Multivariable Calculus Pdf Notes 171876 | Syb Item Download 2023-01-26 23-55-02


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File: Multivariable Calculus Pdf Notes 171876 | Syb Item Download 2023-01-26 23-55-02
fall 2011 course 18 022 multivariable calculus tr1 2 f 2 3 rm 4 370 instructor pavel etingof oce 2 176 telephone 617 253 3669 email etingof math mit edu ...

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              Fall 2011, Course 18.022: Multivariable calculus
                   TR1-2, F 2-3, Rm. 4-370
          Instructor Pavel Etingof
          Office 2-176
          Telephone (617)253-3669
          Email etingof@math.mit.edu
          Office hours Tuesday 2-4pm, Friday 1-2pm, or by appointment, if you
            cannot make these times.
          Course website Stellar and www-math.mit.edu/˜etingof
          Texts Vector calculus, by Susan Jane Colley, Third Edition, Prentice Hall,
            2006, and lecture notes by Prof. J. McKernan at
            http://math.mit.edu/˜mckernan/Teaching/10-11/Autumn/18.022/lectures.html
          Recitations There are four sections meeting MW at 11, 12 (2 sections) and
            1, please see Stellar for more details.
          Exams There will be a 3-hour final (during the exam week, time and loca-
            tion to be announced) and three midterms: September 27, October 18,
            and November 8 (all on Tuesdays). All midterm exams are 50 minutes
            long, and will be held during class time.
          Grading policy The homework will count 25% towards your final grade.
            The midterms will count 45% and the final exam 30% .
          Homework HomeworkisdueeveryweekonThursdaysby12:45pm,inroom
            2-114 (the first homework is due on September 15). Late problem sets
            are not accepted, however the lowest problem set score will be dropped.
           Syllabus:
           Calculus of several variables. Topics as in 18.02 but with more focus
          on mathematical concepts. Vector algebra, dot product, matrices, determi-
          nant. Functions of several variables, continuity, differentiability, derivative.
          Parametrized curves, arc length, curvature, torsion. Vector fields, gradient,
          curl, divergence. Multiple integrals, change of variables, line integrals, sur-
          face integrals. Stokes theorem in one, two, and three dimensions.
                          1
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...Fall course multivariable calculus tr f rm instructor pavel etingof oce telephone email math mit edu hours tuesday pm friday or by appointment if you cannot make these times website stellar and www texts vector susan jane colley third edition prentice hall lecture notes prof j mckernan at http teaching autumn lectures html recitations there are four sections meeting mw please see for more details exams will be a hour nal during the exam week time loca tion to announced three midterms september october november all on tuesdays midterm minutes long held class grading policy homework count towards your grade homeworkisdueeveryweekonthursdaysby inroom rst is due late problem sets not accepted however lowest set score dropped syllabus of several variables topics as in but with focus mathematical concepts algebra dot product matrices determi nant functions continuity dierentiability derivative parametrized curves arc length curvature torsion elds gradient curl divergence multiple integrals c...

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