| MAC 2312 section U07 | |
Fall 2011
|
| Mr. Rosenthal |
| Office : DM 417-A |
Phone : (305)348-2380, but email is the quickest way to contact
me | |||
| Office Hours: Mondays 2:15pm-3:15pm Tuesdays 12:50pm-1:50pm Wednesdays 1:20pm-3:20pm Thursdays 3:50pm-4:50pm Fridays 1-2pm
|
A student solutions manual is available, but is optional. In fact, all solutions are available here. The username and password required for access will be provided in class.
After rounding off your average to the nearest whole number, the following grading scale will be applied: My grading scale is as follows:
|
A |
90+ |
B- |
77-79 |
D | 60-63 |
|
A- | 87-89 |
C+ | 74-76 |
D- | 57-59 |
|
B+ | 84-86 |
C | 67-73 |
F | 0-56 |
|
B | 80-83 |
D+ | 64-66 |
|
|
I reserve the right to add points
to the totals of students who display outstanding class participation (during
both lectures and office hours). I will NEVER "curve" grades
or drop your lowest grade.
|
Tuesday
|
Thursday
|
| Aug. 23 Section 5.4 |
Aug. 25 Section 5.4 (cont.) |
| Aug. 30 Section 5.5, 5.6 |
Sept. 1 Section 5.6 (cont.) |
| Sept. 6 Sections 5.8, 5.9 and 5.10 |
Sept. 8 Section 6.1 |
| Sept. 13 Test #1 covering chapter 5 |
Sept. 15 Section 6.2 |
| Sept. 20 Sections 6.3 and 6.4 |
Sept. 22 Sections 6.4 (cont.) and 6.6 |
| Sept. 27 Sections 7.2 and 7.3 |
Sept. 29 Test #2 covering chapter 6 |
| Oct. 4 Sections 7.3 (cont.), and 7.4 |
Oct. 6 Sections 7.4 (cont.) and 7.5 |
| Oct. 11 Sections 7.5 (cont.) and 7.7 |
Oct. 13 Section 7.8 |
| Oct. 18 Sections 9.1 and 9.3 |
Oct. 20 Test #3 covering chapter 7 |
| Oct. 25 Section 9.3 (cont.) |
Oct. 27 Sections 9.4 (cont.) and 9.5 |
| Nov. 1 Sections 9.5 (cont.) and 9.6 |
Nov. 3 Sections 9.6 (cont.) |
| Nov. 8 Section 9.7 |
Nov. 10 Test #4 covering 9.1 and 9.3-9.6 |
| Nov. 15 Section 9.8 |
Nov. 17 Section 9.9 |
| Nov. 22 Sections 9.10 and 10.1 |
Nov. 24 Thanksgiving/No School |
| Nov. 29 Sections 10.1 (cont.) and 10.2 |
Dec. 1 Section 10.3 |
| Dec. 6 Class does not meet |
Dec. 8 Cumulative Final Exam Noon-2pm |
Course description: Riemann sums, techniques of integration, applications of the integral, improper integrals, infinite series, Taylor series, polar and parametric functions.