Homework for Mathematics 202, Fall 2023-24

  • T 8/29 - preface: (1 optional,2 optional)
  • F 9/1 - 2.1: 3,10; 2.2: 2,3,4,5

  • T 9/5 - 2.2: 7,8,10,12,13,15a,(rest of 15 optional); 2.3: 4,5
  • F 9/8 - 2.3: 9,(11 optional); 2.4: 1,2,5,7,8,(9 optional,10 optional)

  • M 9/11 - Take-home quiz on chapter 2 due at classtime
  • W 9/13 - 3.8: 2,(3 optional),4,(6 optional); 3.9: 1 [this assignment won't be collected, but students are encouraged to engage with it]
  • F 9/15 - 3.10: 4,6,10,12(omit the numerical part),15,17(omit the numerical part)

  • T 9/19 - 4.2: 2,4(one part),5(one part)
  • F 9/22 - 4.3: 3,4,(5 optional),6; 4.4: 2,5,(optional read 7, optional read 8)

  • T 9/26 - 4.5: (3 optional),4,7,9
  • F 9/29 - 4.6: (optional read 1),2,3,4,5,(optional read 6,optional read 7,optional read 8)

  • T 10/3 - 4.7: 1,2,3,4,5,7,(optional read 11)
  • F 10/6 - 4.8: 2,6,8,9,(10 optional)

  • M 10/9 - Take-home quiz on chapter 4 due at classtime
  • W 10/11 - 6.1: 1,(2 optional),3,4; 6.2: 1,(2 optional),3
  • F 10/13 - 6.2: 4,5,6b (granting 6a); 6.3: 2,3,4

  • Fall break week

  • T 10/24 - 6.3: (5 optional),6,7; 6.5: 9
  • F 10/27 - 6.6: 1,2,3,4,5

  • M 10/30 - First part of take-home quiz on chapter 6 due at classtime
  • W 11/1- 6.6: 6,7,8,11,13
  • F 11/3 - 6.7: 1(choose coordinate system, draw (r,z) cross section),2or3(draw (r,z) cross section, set up the integral), 5(second part),7,8,9

  • T 11/7 - 6.7: 10,11,12,13,14
  • F 11/10 - 9.3: 1,2; 9.4: 1,2,3; 9.5: 1,2b

  • M 11/13 - Second part of take-home quiz on chapter 6 due at classtime
  • W 11/15 - 9.5: 4,5; 9.7: 1,2,4 [this assignment won't be collected, but students are encouraged to engage with it]
  • F 11/17 - 9.8: 1,2,3,4,5,6

  • W 11/22 - 9.9: 1(second and third questions of b, second and third questions of d, second and third questions of f),2,3; 9.10: 1(second question of c)

  • T 11/28 - 9.13: Find the derivative matrix of Δki,α,2,3,4,5,6,7
  • F 12/1 - 9.14: 1,2,3,4

  • W 12/6 - 9.16: 2,3,4,5
  • T 12/12 - Take-home quiz on chapter 9 due at noon

Back to my home page | Lectures | Solutions (at a Google drive) | Text (Springer through Reed proxy)