Web page of Dmytro Savchuk |
| # | Due on | Problems |
|---|---|---|
| 1 | F 9/03 |
Section 1.2: (2).1, (3).1 Section1.3: (5).1, (6).1, (7).1 Section1.7: S1-1, S1-4, S1-9, S1-10, S1-11. |
| 2 | W 9/15 |
Section 1.4: (8).1 Section 1.5: (9).1 Section 1.7: S1-15, S1-16. |
| 3 | M 9/20 (but do Sections 2.1 and 2.2 before the quiz on Friday) |
Section 1.6: (10).1,2,3,5,7 Section 2.1: (14).1,2,3,4 Section 2.2: (15).2acdefj, 3, 5 |
| 4 | M 9/27 |
Section 2.4: (17).1 Section 2.5: (18).1, 2 (find a particular solution and answer the question in the problem), p.72-73 (20).1bc, 2, 3 Section 2.6: (21).1,2,4,5 |
| 5 | M 10/4 |
Section 1.7: S1-19, S1-20 (In addition, find the standard matrix A for F in S1-19 and S1-20). Section 2.7: (22).1,2,4, p.81 (23).1, p.85 (25).1,2,3 Section 2.8: (27).1, 2 Section 2.9: (29).2 Section 2.11: S2-2aeifd, S2-15 Review the review problems |
| 6 | M 10/11 |
Section 3.2: (30).1, 2 (draw one big picture), p.103 (31).1, 2 (draw one big picture), (32).1, 2 (draw one big picture), (33).1acdfgh Section 3.3: (34).1, p.124 (35).1,2, p.126 (36).1,3,4 Section 3.4: (38).1abcef Section 3.8: Section 3.8: S3-1, S3-2, S3-3, S3-4. |
| 7 | M 10/18 |
Section 3.5: (39).1,2,4 Section 3.8: S3-9, S3-12. |
| 8 | M 10/25 |
Section 3.6: (40).1; (41).1; (42).1,2,3bcde,4; (43).2,3,4abe Section 3.8: S3-13, S3-31. Review the "review problems": Test 2 (Spring 2004): # 1-4. Test 2 (Fall 2009): # 1, 5-7. Test 2 (Fall 2008): # 1-4,8,9. Test 2 (Spring 2010): # 1-3,5,6. |
| 9 | W 10/27 | (44) 1,2; S4-3. |
| 10 | F 10/29 | (45) 1,2,3; S4-1, S4-2. |
| 11 | M 11/1 | Read (47) and then show that cos(x) and cos(2x) are linearly independent; S4-4 and S4-7. |
| 12 | M 11/8 | (46) 1, 2; (48) 1; A) Show that the linear transformation mapping Pol(1) onto R^2 defined by mapping the standard basis of Pol(1) to the standard basis of R^2 is an isomorphism. B) Show that differentiation D: Pol(3)->Pol(2) is an onto mapping. Is it an isomorphism? Why or why not? Explain! (49); (50) 1,2. |
| 13 | M 11/15 | (51).1,2; (52).1,2,3abc,4; (53).2; (54).1,3,5,6,7 (use notation from (52)) Supplementary Exercises: S4-8, S4-10, S4-13. |
| 14 | M 11/22 | (56).1, (58).1. |
| 15 | T 11/30 | Review the review problems |
| 16 | F 12/3 | (59).1,2, (60).1adfgj, (61).1adfgj, (62).1adfgj, (64), (65)1-3, S6-1 |
| 17 | M 12/13 | (66), (67), (68) 1,2; S6-3, S6-5, S6-6, S6-8, S6-10, S6-11. Review the review problems for final. |
Updated:
December 31st, 1969
Back to course page