MATH 1920.002 Schedule of Lectures and Exams Spring 2025
Calculus II Dwiggins
 
MONDAY TUESDAY WEDNESDAY Friday
Week # 1 Jan 20   Jan 21   Jan 22   Jan 24  
  M. L. King Jr. Day Review of § 6.1 The Area Between § 6.2 Volumes of
  (No Classes Scheduled) Chapter Five Two Curves Revolution
               
Week # 2 Jan 27   Jan 28 Quiz # 1 Jan 29   Jan 31  
§ 6.3 Discs, Washers, § 11.1 Numerical § 11.2 Partial Sums and § 7.8 Improper
and Shells Sequences Infinite Series Integrals
               
Week # 3 Feb 3   Feb 4 Quiz # 2 Feb 5   Feb 7  
§ 11.3 The Integral Test § 11.3 The Integral § 6.4 Applications of § 6.5 The Average Value
for Infinite Series Remainder Theorem Integration of a Function
          (Work and Energy)    
Week # 4 Feb 10   Feb 11 TEST # 1 Feb 12   Feb 14  
  All of Chapter Six, § 7.1 Integration § 7.2 Trigonometric
REVIEW Section 7.8, and by Parts Integrals
      Sections 11.1,2,3        
Week # 5 Feb 17   Feb 18 Quiz # 3 Feb 19   Feb 21  
§ 7.3 Trigonometric § 7.3 Antiderivatives of § 11.4 Series § 11.5 Alternating
Substitution the Inverse Trig Comparison Series
      Functions   Tests    
Week # 6 Feb 24   Feb 25 Quiz # 4 Feb 26   Feb 28  
§ 11.6 The Ratio and § 11.7 Series § 7.4 Partial Fractions, § 7.4 Partial Fractions,
Root Tests Convergence Part I Part II
      and Divergence        
Week # 7 Mar 3   Mar 4 TEST # 2 Mar 5   Mar 7  
  Sections 7.1-4 § 8.1 Arclength § 8.5 Probability
REVIEW and 11.4-7   Theory
               
Week # 8 Mar 11 SPRING BREAK Mar 12 SPRING BREAK Mar 13 SPRING BREAK Mar 14 SPRING BREAK
               
               
               
MATH 1920.002 Schedule of Lectures and Exams Spring 2025
Calculus II Dwiggins
MONDAY TUESDAY WEDNESDAY Friday
Week # 9 Mar 17   Mar 18 Quiz # 5 Mar 19   Mar 21  
§§ 8.1-2 Arclength § 7.7 Numerical § 8.3 Moments and § 8.3 Moments of
and Surface Area Integration Centroids Inertia
               
Week # 10 Mar 24   Mar 25 Quiz # 6 Mar 26   Mar 28  
§ 10.1 Parametric § 10.2 Parametric § 10.3 Polar § 10.3 Polar
Curves Calculus Coordinates Curves
               
Week # 11 Mar 31   Apr 1 TEST # 3 Apr 2   Apr 4  
  Sections 8.1-3 § 10.4 Polar § 10.5 Conic
REVIEW and 10.1-3 Calculus Sections
               
Week # 12 Apr 7   Apr 8 Quiz # 7 Apr 9   Apr 11  
§ 10.6 Polar § 11.8 Introduction to § 11.9 Functions § 11.9 Integration using
Conics Power Series based on the Power Series
          Geometric Series    
Week # 13 Apr 14   Apr 15 Quiz # 8 Apr 16   Apr 19  
§ 11.10 Taylor § 11.10 Functions § 11.11 Taylor's § 11.11 Approximation
Series based on the Remainder using Taylor
      Exponential Series   Theorem   Polynomials
Week # 14 Apr 21   Apr 22 TEST # 4 Apr 23   Apr 25  
  Sections 10.4-6 Review Review
REVIEW and 11.8-11 Test # 1 Test # 2
               
Week # 15 Apr 28   Apr 29   Apr 30   FINAL EXAM
Review   Review   Final  
Test # 3   Test # 4   Review Monday, May 5,
            8:00-10:00 A.M.
(To print this schedule, first set printer to Landscape mode – you might also have to adjust the margins)
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