2/1
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2/2
Spring classes begin
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2/3
Introduction Span of vectors Span of a collection of vectors Solving systems of linear equations
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2/4
Gaussian elimination ODELA 1.1-1.2
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2/5
Matrix-vector arithmetic ODELA 1.1-1.2 WW 1.01-02gaussianElimPlus due Tues
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2/6
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2/8
Matrix-matrix arithmetic ODELA 1.3-1.4
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2/9
WW 1.01-02gaussianElimPlus at 11 pm
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2/10
Matrix inverses
HC01 due Feb. 15
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2/11
Homogeneous vs. nonhomogeneous problems Null space of a matrix ODELA 1.5
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2/12
Column space Linear independence ODELA 1.6
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2/13
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2/15
HC01 at 11 pm Basis and dimension Vector subspaces ODELA 1.7-1.8 WW LAConcepts1.03-1.08 due Thurs
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2/16
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2/17
Ash Wednesday
Bases for null, column spaces ODELA 1.8-1.9
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2/18
WW LAConcepts1.03-1.08 due at 11 pm Determinants ODELA 1.10
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2/19
Determinants, eigenvalues, eigenvectors Cramer's rule ODELA 1.10-1.12 HC02 due Feb. 24
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2/20
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2/22
Eigenvalues and eigenvectors ODELA 1.11-1.12
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2/23
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2/24
HC02 at 11 pm Eigenvalues and eigenvectors 2 ODELA 1.12 WW 1.10-1.12detsAndEigenstuff due Sat
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2/25
Eigenvalues and eigenvectors 3 Wronskian and L.I. Functions
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2/26
DE classifications and models
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2/27
WW 1.10-1.12detsAndEigenstuff at 11 pm
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3/1 Exam #1
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3/2
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3/3
DE models Direction fields
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3/4
Advising day No classes
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3/5
1st-order linear DEs ODELA 2.2.2
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3/6
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3/8
DE models 1st-order linear DEs ODELA 2.3-2.4 WW Ch02Part1 due Thurs 11 pm
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3/9
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3/10
1st order linear ODEs wrapup Existence and uniqueness ODELA 2.2.1
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3/11
WW Ch02Part1 due at 11 pm Existence and uniqueness 1st order linear ODEs wrapup ODELA 2.2.1 ODELA 2.5
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3/12
Existence and uniqueness wrapup ODELA 2.2.1 WW Ch02Part2 due Tues
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3/13
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3/15
Existence and uniqueness wrapup ODELA 3.1
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3/16
WW Ch02Part2 due at 11 pm
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3/17
Existence and uniqueness wrapup ODELA 3.2-3.4 HC03 due Mar. 23
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3/18
Fund'l matrix and Wronskian ODELA 3.5
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3/19
Nonreal eigenvalues Phase portraits ODELA 3.5
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3/20
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3/22
Homogeneous linear systems Degenerate eigenvalues
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3/23
Advising day No classes HC03 at 11 pm
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3/24
Nonhomogeneous linear systems ODELA 3.6 HC04 due Mar. 30
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3/25
System Wrap-up
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3/26
Higher order linear DEs intro ODELA 4.1
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3/27
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3/29
Higher order linear DEs intro ODELA 4.1
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3/30
HC04 due at 11 pm
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3/31
Linear homogeneous DEs ODELA 4.1
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4/1
2nd order DE models
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4/2
Good Friday
Review
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4/3
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4/5 Exam #2
WW 4.1higherOrderDEs due Thurs
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4/6
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4/7
Unforced vibrations of a spring
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4/8
WW 4.1higherOrderDEs at 11 pm Nonhomogeneous linear DEs
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4/9
Method of undetermined coefficients
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4/10
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4/12
Method of undetermined coefficients ODELA 4.2 WW 4.2higherOrderNonhomog due Thurs
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4/13
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4/14
Advising day No classes
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4/15
WW 4.2higherOrderNonhomog at 11 pm Vibrating springs ODELA 4.2 HC05 due Thurs. Apr. 22
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4/16
Vibrating springs ODELA 4.2
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4/17
2020 Commencement ceremony
|
4/19
Laplace transform intro ODELA 5.1
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4/20
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4/21
Laplace transform table Heaviside unit step fn ODELA 5.1
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4/22
HC05 due at 11 pm Heaviside unit step fn
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4/23
Shift theorems Inverse Laplace transforms
HC06 due Tues. Apr. 27
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4/24
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4/26
More with shift theorems Solving IVPs
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4/27
HC06 due at 11 pm
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4/28
Solving IVPs using Laplace transform
HC07
|
4/29
Dirac delta function Convolution
WW AllLaplaceTransformProblemsSelected not for credit due Tues
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4/30
Problem day
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5/1
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5/3
Problem day
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5/4
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5/5 Exam #3
|
5/6
Test solutions
|
5/7
Study day No classes
|
5/8
First day of final exams
|
5/10
|
5/11
|
5/12
|
5/13
Final Exam 9 am - noon Last day of final exams
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5/14
Honors convocation
|
5/15
2021 Commencement ceremony
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