Reading | Required (R) Problems (Be sure you understand these, but don't turn in) | Hand In (HI) Problems | HI Due |
(Preface recommended), §§1.1, 1.2, 3.1, & start §1.3 |
p. 9, #1.1.3; pp. 18-20, #1.2.2, 1.2.8, 1.2.14(ac); pp. 66-67, #3.1.2, 3.1.3, & 3.1.10; p. 26, predict where curvature will be max and min before doing #1.3.1(a). | pp. 9-10, #1.1.4; p. 19-20, #1.2.6 - assume regular p-curve, 1.2.7, 1.2.9, & 1.2.15; p. 26, #1.3.1(a). | W 1/14 |
§§1.3, 1.4^, & 1.5, & start Ch. 2. ^See also Chapter 1 Supplemental Notes | p. 26, #1.3.6; p. 33, #1.4.2 & 1.4.3. | HI problems in this pdf file. | W 1/21 |
Ch. 2, start Ch. 3. Revised* Supp. Notes 2: corrections + lec. notes altogether. | Problems S2.1, | Problems S2.2 (corrected) & S2.3, p. 42, #2.1.3(a); p. 50, #2.2.3; p. 58, #2.4.2 & 2.4.5. | W 1/28 |
Ch. 3 thru at least §3.2; also read Ch. 3 Supplemental Notes | None this week. | p. 58, #2.4.7; Problems S3.1 and S3.4; pp. 76-77, #3.2.4 & 3.2.6 - see corrections for these, & 3.2.8. | W 2/4 |
Ch. 3 thru p. 80 (check corrections in errata and supplemental notes!) | Midterm review problems at Workspace Quiz and Test Info page. | None this week. | |
Finish Ch. 3, Supplemental Notes 4, start Ch. 5 | Problem S3.2 & Problem S3.6 | Midterm review problems 3 & 6; Problem S3.3 (corrected); Problems S3.5 (corrected) & S3.7. | Th 2/19 |
Ch. 5 at least through §5.3 | p. 128, #5.2.6. | All in this pdf file. Hard copy available in class. | W 2/25 |
Finish Ch. 5; §6.2; start §6.1 | p. 137, #5.4.1; p. 143, #5.5.2; p. 165, #6.2.2; study for quiz on 3/5 (info TBA). | p. 130, #5.2.16(a); p. 134, #5.3.5; p. 138, #5.4.6; see this updated pdf for details on pp. 165-166, 6.2.1(bcd) & 6.2.4 & S6.1. | F 3/6 |
§§6.1, 6.3, 6.4. Be sure to check the Errata list, esp. for §§6.3 & 6.4 | p. 138, #5.4.5; pp. 156-159, #6.1.2(a), 6.1.8, 6.1.13; p. 175, #6.3.1(a). Review problems at Workspace Quiz and Test Info page now. | None this week | |
SPRING: Finish Ch. 6 | p. 187, #6.4.5 | See this pdf for the five HI problems. | W 4/8 |
pp. 259-263; start Ch. 7. | List all the formulas for surfaces of revolution on one page. See detailed suggestions on the Homework 2 pdf. | The four HI problems posted here earlier are now available, some with more details and corrected or additional hints, in the Homework 2 pdf. | W 4/15 |
Ch. 8, pp. 259-263 & 267, and start Ch. 7. | See pdf linked under HI | Homework 3 pdf. | W 4/22 |
§§7.2, 7.3; optional, Problem 7.1.15 (see comments in Homework 4 pdf) | p. 231, #7.1.6. | p. 230, #7.1.1; p. 244, #7.2.3 & 7.2.4; Problem S8.2 in Homework 4 pdf (also has related additional R problem). | W 4/29 |
§8.2 (for lecture WF) | Study for Midterm on Monday, May 4. Review problems will be posted at workspace. |
None this week. | |
§§8.2 & 8.3 | Homework 5. | W 5/13 | |
Announcement: On Friday 5/15, class meets in PCAR 297. | |||
§8.3.2,intro to §8.4 pp. 297-299. | pp. 284-285, #8.2.10, 8.2.11; p. 297, #8.3.2, 8.3.4, & 8.3.5. Hints for #8.3.2 & 8.3.4. | W 5/20 | |
pp. 306-324 | Problem S8.5: Prove a compact regular surface in R3 that is not homeomorphic to a sphere has points where the Gaussian curvature K is positive, is negative, and is zero. Part (c) of Problem S8.6. | Modifications, corrections, and hints for pp. 319-320, #8.4.4, 8.4.5, 8.4.6 (modified to be S8.6), 8.4.7, 8.4.8. | F 5/29 |
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Spring quarter Homework Box is #31 in PDL C136.
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