Last update: March 15, 2026

    ✅   MA 262 FINAL Exam :  Tuesday, May 5  (10:30am - 12:30pm)


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    MA 262 Course Calendar

       Week # 1   
    (Lessons 1, 2, 3)
    MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
    Jan 12
    Jan 13
    Jan 14
    Jan 15
    Jan 16
    §1.1 (Differential Equations and Models)
    §1.2 (Integrals as General and Particular Solutions)
    RECITATION
    (No Quiz)
    §1.3 (Slope Fields and Solution Curves)


       Week # 2   
    (Lessons 4, 5)
    MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
    Jan 19
    Jan 20
    Jan 21
    Jan 22
    Jan 23
    MLK Day
    (NO CLASS)
    Homework
    due 11pm:
        
    §1.4 (Separable Equations and Applications)
    RECITATION
      
    §1.5 (Linear First Order Equations, Part I)


       Week # 3   
    (Lessons 6, 7, 8)
    MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
    Jan 26
    Jan 27
    Jan 28
    Jan 29
    Jan 30
    §1.5 (Linear First Order Equations, Part II)
    Homework
    due 11pm:
        
    §1.6 (Substitution Methods and Exact Equations)
    RECITATION
      
    §1.6 (Substitution Methods and Exact Equations)


       Week # 4   
    (Lessons 9, 10, 11)
    MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
    Feb 2
    Feb 3
    Feb 4
    Feb 5
    Feb 6
    §2.1 (Population Models)
    §2.2 (Equilibrium Solutions and Stability)
    Homework
    due 11pm:
        
    RECITATION
      
    §2.4 (Numerical Approximations - Euler's Method)


       Week # 5   
    (Lessons 12, 13, 14)
    MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
    Feb 9
    Feb 10
    Feb 11
    Feb 12
    Feb 13
    §3.1 (Introduction to Linear Systems)
    Homework
    due 11pm:
        
    §3.2 (Matrices + Gaussian Elimination)
    RECITATION
      
    §3.3 (Reduced Row-Echelon Matrices)


    ✅   EXAM #1   
       Week # 6   
         (Lessons 15, 16, 17)
    MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
    Feb 16
    Feb 17
    Feb 18
    Feb 19
    Feb 20
    §3.4 (Matrix Operations)
    Homework
    due 11pm:
        
    §3.5 (Inverses of Matrices)
    ✅  EXAM #1 (8pm-9pm)
    (covers Lessons 1-14)

    No Recitation/Quiz
    §3.6 (Determinants)


       Week # 7   
    (Lessons 17, 18, 19)
    MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
    Feb 23
    Feb 24
    Feb 25
    Feb 26
    Feb 27
    §3.6 (Determinants, cont'd)
    §4.1 (Vector Space Rn)
    Homework
    due 11pm:
        
    RECITATION
      
    §4.2 (Vector Space Rn and Subspaces)


       Week # 8   
    (Lessons 20, 21, 22)
    MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
    Mar 2
    Mar 3
    Mar 4
    Mar 5
    Mar 6
    §4.3 (Linear Combinations & Independence)
    Homework
    due 11pm:
        
    §4.4 (Bases & Dimension)
    RECITATION
      
    §4.5 (Row and Column Spaces)


       Week # 9   
    (Lessons 23, 24, 25)
    MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
    Mar 9
    Mar 10
    Mar 11
    Mar 12
    Mar 13
    §5.1 (Intro to 2nd Order Linear Equations)
    §5.2 (General Solutions of Linear Equations)
    Homework
    due 11pm:
        
    RECITATION
      
    §5.3 (Homogeneous Equations with Constant Coeffs)


       Week # 10   
    SPRING BREAK
    (NO classes)
    MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
    Mar 16
    Mar 17
    Mar 18
    Mar 19
    Mar 20


       Week # 11   
    (Lessons 26, 27, 28)
    MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
    Mar 23
    Mar 24
    Mar 25
    Mar 26
    Mar 27

    §5.3 (Homogeneous Equations with Constant Coeffs)
    §5.4 (Mechanical Vibrations)
    Homework
    due 11pm:
        
    RECITATION
      
    §5.5 (Non-Hom Eqns & Undetermined Coeffs)


       Week # 12   
    (Lessons 28, 29, 30)
    MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
    Mar 30
    Mar 31
    Apr 1
    Apr 2
    Apr 3
    §5.5 (Non-Hom Eqns & Undetermined Coeffs)
    Homework
    due 11pm:
        
    §5.5 (Non-Hom Eqns & Variation of Parameters)
    RECITATION
      
    §6.1 (Intro to Eigenvalues)


       Week # 13   
    (Lessons 31, 32, 33)
    MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
    Apr 6
    Apr 7
    Apr 8
    Apr 9
    Apr 10
    §7.1 (First Order Systems & Applications)
    Homework
    due 11pm:
        
    §7.2 (Matrices & Linear Systems)
    RECITATION
      
    §7.3 (The Eigenvalue Method for Linear Systems)


    ✅   EXAM #1   
       Week # 14   
         (Lessons 33, 34)
    MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
    Apr 13
    Apr 14
    Apr 15
    Apr 16
    Apr 17
    §7.3 (The Eigenvalue Method, cont'd)
    ✅  EXAM #1 (8pm-9pm)
    (covers Lessons 15-30)
    §7.6 (Multiple Eigenvalue Solutions)
    Homework
    due 11pm:
        
    No Recitation
    §7.6 (Multiple Eigenvalue Solutions, cont'd)


       Week # 15   
    (Lessons 34, 35, 36)
    MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
    Apr 20
    Apr 21
    Apr 22
    Apr 23
    Apr 24
    §7.6 (Multiple Eigenvalue Solutions, cont'd)
    Homework
    due MONDAY 11pm:

        
    §7.4 (Gallery of Soluton Curves of Linear Systems)
    RECITATION
      
    §7.4 (Gallery of Soluton Curves of Linear Systems, cont'd)

    Homework
    due SUNDAY 11pm:

        


       Week # 16   
    (REVIEW)
    MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
    Apr 27
    Apr 28
    Apr 29
    Apr 30
    May 1

    EXAM REVIEW

    EXAM REVIEW

    EXAM REVIEW

    EXAM REVIEW


      ✅   MA 262 FINAL Exam :  Tuesday, May 5  (10:30am - 12:30pm)