Math 3210-1 Tentative Summer 2004 Schedule

Updated April 21, 2004
Day Date Assignments Lecture Description (Reference Section)
Wed June 9   Logic (Lay 1)
Thur June 10 HW 0 Due  Quantifiers (Lay 2)
Mon June 14   Techniques of Proof (Lay 3, 4)
Tue June 15 HW 1 Due Set Operations (Lay 5; Ross Appendix)
Wed June 16   Relations (Lay 6)
Thur June 17   Functions (Lay 7)
Mon June 21   Cardinality (Lay 8)
Tue June 22 HW 2 Due The Set of Natural Numbers (Ross, Section 1)
Wed June 23   The Rational Numbers and the Reals (Ross 2 and 3)
Thur June 24   The Completeness Axiom (Ross 4)
Mon June 28   Topology of the Reals (Lay 13)
Tue June 29 HW 3 Due Compact Sets (Lay 14; Ross 13)
Wed June 30 Midterm Exam  
Thur July 1    
Mon July 5 NO CLASS! Independence Day 
Tue July 6   Limits and Sequences (Ross 7 and 8) 
Wed July 7 HW 4 Due Limit Theorems (Ross 9)
Thur July 8   Monotone Sequences and Cauchy Sequences (Ross 10)
Mon July 12   Subsequences (Ross 11)
Tue July 13 HW 5 Due Limits of Functions (Ross 20)
Wed July 14   Continuous Functions (Ross 17)
Thur July 15   Properties of Continuous Functions (Ross 18)
Mon July 19   Uniform Continuity (Ross 19)
Tue July 20 HW 6 Due  The Derivative (Ross 28)
Wed July 21   The Mean Value Theorem (Ross 29)
Thur July 22   Taylor's Theorem (Ross 31)
Mon July 26   The Riemann Integral (Ross 32)
Tue July 27 HW 7 Due Properties of the Riemann Integral (Ross 33)
Wed July 28   The Fundamental Theorem of Calculus (Ross 34)
Thur July 29   Series (Ross14)
Mon Aug 2   Convergence Tests (Ross 15)
Tue Aug 3 HW 8 Due Power Series (Ross 23)
Wed Aug 4   Uniform Convergence (Ross 24 and 25)
       
Thur Aug 5  Final Exam 12:30 p.m. to 2:30 p.m. 

Why don't we follow the order in the textbook?(.pdf)