MATH 602   SYLLABUS      Summer  2004

      ANALYSIS FOR TEACHERS II -- Prof. Sachs

        REQUIRED TEXT:   NONE
        SUPPLEMENTARY BOOKS: Stewart, Calculus (Early Transcendentals);
        Exner, Inside Calculus;  Simmons, Calculus Gems; Fitzpatrick, Advanced Calculus.

        COURSE OVERVIEW: The main goals of this course are:
        to review the basic ideas of calculus, to develop some additional depth in selected topics,
        and to discuss some issues in the teaching of pre-calculus and calculus.  Historical aspects
        will be included.  Students will also develop a set of web resources for use in their
        teaching and will help select topics of interest.
 
        MEETING: Monday and Thursday, 4:30-7:30pm, Sci. & Tech I, rm 242
                              plus 2 Sat sessions (June 5, 12)
        OFFICE HOURS:  Mon. and Thurs., 3:30-4:25pm, Sci.&Tech I, rm 203B, and by appt.
        OFFICE PHONE:  993-1462 (Ms. Hendrix) -- normally 9-5
        E-MAIL : rsachs@gmu.edu
        WEB PAGE:  math.gmu.edu/~rsachs/math602
 
        GRADING: Grading will be fair and impartial.  Points used as the basis of the grade:
        Hmwk. (50 pts.); Journals (50 pts.); Class (50 pts.);  Exams (200 pts.); Final (150 pts.).

        POLICIESThe GMU Honor code is in effect at all times and students are expected
        to abide by its requirements.  Group work may be part of the course, in which case
        group members will truthfully report on non-contributing members.  Exam absence
        must be
for a valid reason and requires prior notification except in extreme cases.  
        DO NOT ARRANGE TO LEAVE BEFORE THE FINAL EXAM.

        IMPORTANT DATES:  Last day to drop – no tuition liability –   5/21
        Last day to drop without dean’s signature  –   5/27;  Memorial Day holiday, Mon.5/31
        EXAM DATES (TENTATIVE)  Exam 1 – 6/3;  Exam 2 -- 6/14;  Final 3/21
       
        MATERIAL COVERED AND TENTATIVE SCHEDULE

        Sequences and the structure of the real numbers -- 2.5 meetings
        Series of constants and improper integrals -- 2.5 meetings
        Power series -- 2 meetings
        Theory of the integral -- 1 meeting
        Applications -- 1 meeting