| # | Textbook reference or content |
Student accepting responsibility |
|---|
| 1 | Page 232, problem 1
| Stefan Novak |
| 2 | Page 232, problem 2
| Jay Nossen |
| 3 | Page 232, problems 7 and 8
| Xavier Sosa |
| 4 | Page 232, problems 9 and 10
| Kelly Horn |
| 5 | Page 232, problems 11 and 12
| Jason Shih |
| 6 | Page 232, problems 13 and 14
| Scott Shaw |
| 7 | Page 232, problems 15 and 16
| Kevin Lin |
| 8 | Page 232, problem 17
| Franscisco Huertas |
| 9 | Page 232, problem 18
| Joe Salvino |
| 10 | Page 232, problem 19
| John Peterson |
| 11 | Page 232, problem 20
| Jack Wang |
| 12 | Page 233, problems 25-28
| Elizabeth Tozour |
| 13 | Page 233, problem 29
| Jenming Chen |
| 14 | Page 233, problem 30
| Jenilee Julien |
| 15 | Page 233, problem 31
| Agib Pierre-Louis |
| 16 | Page 233, problem 32
| Jaimy Joseph |
| 17 | Page 233, problem 34
| Matthew Defelice |
| 18 | Page 233, problem 35
| Karen Williams |
| 19 | Page 233, problem 36
| David Bond |
| 20 | Page 233, problem 37
| Russell Rufino |
| 21 | Page 233, problem 38
| Dang Le |
| 22 | Page 233, problem 39
| Ronak Kadakia |
| 23 | Page 233, problem 40
| Dhaval Shah |
| 24 | Are (1,0,2,3) and (2,0,2,2) and
(0,1,1,-1) linearly independent in R4?
| Diana Yamoah |
| 25 | Write (1,5,3,4) as a linear combination
of (2,1,0,1) and (3,-1,1,0) and (0,1,2,3) in R4.
| John Dwyer |
| 26 | Can et be written as a
linear combination of sin(t) and cos(t)? Why or why not?
| Morgan Jones |
| 27 | Can t2 be written as a
linear combination of P(t)=(t+1)(t+2) and Q(t)=(t+1)(t+3) and
R(t)=(t+2)(t+3)? Why or why not?
| Benjamin Dow |
|