Math 2720

Spring 2025

Calendar

Mobius Strip
January 2025
Sunday Monday Tuesday Wednesday Thursday Friday Saturday
1 2 3 4
5 6 Class begin, syllabus 7 Points and vectors in R2 8 9 Points and vectors in R3 10 Dot product 11
12 13 Cross product 14 Cyl and sph coords 15 16 Quiz, Vectors in Rn 17 Vectors in Rn, Vect val func 18
19 20 No classes 21 Vect val func, Calc of vect val func 22 23 Quiz, Calc of vect val func 24 Scalar val func 25
26 27 Level sets 28 Level Sets, Matrices 29 30 Exam 1 31 Matrices
February 2025
Sunday Monday Tuesday Wednesday Thursday Friday Saturday
1
2 3 Lin Trans 4 Lin Trans, Lin Trans area and volume 5 6 Quiz, Lin Trans area and volume 7 Quad forms 8
9 10 Quad forms 11 Limits and cont 12 13 Quiz, Limits and cont 14 Sets 15
16 17 Sets, partial derivatives 18 Partial deriv and the derivative 19 20 Quiz,The derivative 21 Chain rule 22
23 24 The gradient 25 The gradient 26 27 Exam 2 28 No classes
March 2025
Sunday Monday Tuesday Wednesday Thursday Friday Saturday
1
2 3 Spring break 4 Spring break 5 6 Spring break 7 Spring break 8
9 10 Taylor's theorem 11 Taylor's theorem, Optimization 12 13 Quiz, Optimization 14 Optimization 15
16 17 Div and curl 18 Curves, Arc length 19 20 Quiz, Line integrals 21 Line integrals 22
23 24 Double integrals 25 Double and Triple integrals 26 27 Quiz 28 Triple integrals 29
30 31 Triple integrals
April 2025
Sunday Monday Tuesday Wednesday Thursday Friday Saturday
1 Change of variables 2 3 Exam 3 4 Change of variables, Improper multiple integrals 5
6 7 Improper multiple integrals 8 Fundamental theorems 9 10 Quiz, Green's Theorem 11 Green's Theorem 12
13 14 Surfaces and area 15 Surface integrals 16 17 Quiz 18 The Divergence Theorem 19
20 21 22 Final exam: 12:30 to 2:30 pm 23 24 25 26
27 28 29 30

Jay Treiman: jay.treiman at wmich.edu