MATH 1920.003 Spring 2022 Schedule of Lectures and Exams Dept Math Sci
Calculus II Dwiggins
 
TUESDAY WEDNESDAY THURSDAY FRIDAY
Week # 1 Jan 18   Jan 19   Jan 20 Quiz # 1 (Chapter 5) Jan 21  
6.1 Review of 6.1 Area Between 11.1 Sequences 11.2 Geometric Sums,
Chapter Five Curves and Sums Infinite Series
               
Week # 2 Jan 25   Jan 26   Jan 27 Quiz # 2 (6.1-2, 11.1-2) Jan 28  
6.2 Volumes of 6.3 Washers 6.4 Work and Other 6.5 Average Value,
Revolution and Shells Applications Integral Mean
              Value Theorem
Week # 3 Feb 1   Feb 2   Feb 3   Feb 4  
7.8 Improper 11.3 Integral Test 11.3 Integral Remainder  
Integrals for Series Theorem REVIEW
               
Week # 4 Feb 8 TEST # 1 Feb 9   Feb 10   Feb 11  
Chapter Six, 7.8, 7.1 Integration 7.2 Trigonometric 7.3 Trigonometric
11.1, 2, 3 by Parts Integrals Substitutions
               
Week # 5 Feb 15   Feb 16   Feb 17 Quiz # 3 ( 7.1,2,3) Feb 18  
7.3 More Trig 11.4 Series 11.5 Alternating 11.6 Absolute and
Substitutions Comparison Series Test Conditional
      Tests       Convergence
Week # 6 Feb 22   Feb 23   Feb 24 Quiz # 4 ( 11.4,5,6) Feb 25  
11.6-7 Ratio and 8.1 Arclength    
Root Tests Along a Curve REVIEW Ch. 7 REVIEW Ch. 11
               
Week # 7 Mar 1 TEST # 2 Mar 2   Mar 3   Mar 4  
7.1,2,3, 8.1, 8.2 Surface Area 8.3 Moments 8.5 Probability
11.4,5,6 for Solids and Centroids Theory
      of Revolution        
Week # 8 Mar 8 SPRING BREAK Mar 9 SPRING BREAK Mar 10 SPRING BREAK Mar 11 SPRING BREAK
               
               
               
MATH 1920.003 Spring 2022 Schedule of Lectures and Exams Dept Math Sci
Calculus II Dwiggins
TUESDAY WEDNESDAY THURSDAY FRIDAY
Week # 9 Mar 15   Mar 16   Mar 17 Quiz # 5 (8.1,2,3) Mar 18  
7.4 Partial Fractions, 7.4 Partial Fractions, 7.5 Techniques of 11.8 Introduction to
Part I Part II Integration Power Series
               
Week # 10 Mar 22   Mar 23   Mar 24 Quiz # 6 (7.4, 11.8-9) Mar 25  
11.8-9 Convergence of 11.9 Functions 7.7 Numerical 7.7 Numerical
Power Series Represented by Integration: Integration:
      Power Series   Trapezoidal Rule   Simpson's Rule
Week # 11 Mar 29   Mar 30   Mar 31 TEST # 3 Apr 1  
7.7 Error Bounds   Chapter 8, 7.4-7, 11.10 Taylor
for Numerical REVIEW 11.8-9 Polynomials
  Integration            
Week # 12 Apr 5   Apr 6   Apr 7   Apr 8  
11.10-11 Taylor's 11.11 Applications of 10.1 Parametric 10.1-2 Calculus of
Remainder Taylor Series Equations Parametric Curves
  Theorem            
Week # 13 Apr 12 Quiz # 7 (11.10-11) Apr 13   Apr 14   Apr 15  
10.2 Graphs of 10.3 Polar 10.4 Polar 10.5 Conic
Parametric Coordinates Calculus Sections
  Curves            
Week # 14 Apr 19 Quiz # 8 (10.1-4) Apr 20   Apr 21 TEST # 4 Apr 22  
10.6 Polar   Chapter Ten,  
Conics REVIEW 11.10-11 Review Tests 1 and 2
             
Week # 15 Apr 26   Apr 27   Apr 28   Tuesday, May 3
        FINAL
Review Tests 2 and 3 Review Tests 3 and 4   STUDY DAY EXAM
            10:30 a.m. 12:30 p.m.
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