MAC 2312 section U01 | |
Fall 2015
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Mr. Rosenthal |
Office Hours: MWF 10am-10:45am MF 2pm-3pm W 3pm-4pm TuTh 1pm-1:50pm |
Office : DM 417-A Phone : (305)348-2380, but email is the quickest way to contact me email : rosentha@fiu.edu |
If you only need Calc I and Calc II, you may obtain the single variable version of the book (chapters 1-10): http://www.amazon.com/Calculus-Early-Transcendentals-Single-Variable/dp/047064768X/ref=sr_1_cc_2?s=aps&ie=UTF8&qid=1367699296 If you need all three semesters of Calculus, you may obtain the combined version of the book (chapters 1-15): http://www.wiley.com/WileyCDA/WileyTitle/productCd-EHEP002008.html My class will use the WileyPlus web site for required online homework. |
You have 3 options:
1) Purchase only WileyPlus access which comes with an electronic copy of the textbook. It costs $15.50 but you will not have a hard copy of the book.
2) Purchase a new (not used) book from the FIU bookstore which comes with an access code for WileyPlus.
3) Purchase a used text for whatever price you can find and also purchase WileyPlus access separately for $125.50.
Or, you can purchase the book directly from the publisher at a discounted price by clicking here.
Each student will need to create an account by clicking here and following the on screen instructions. You can get 2 weeks of free access by choosing the option to use the 14-day grace period.
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 |
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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.
EARLY ALERT: In an effort to help you succeed in your academic courses, FIU utilizes an Early Alert system. Instructors are now able to notify students’ academic advisors if there are concerns about class performance. If an alert is submitted, your academic advisor will send you a message via your Student Dashboard (accessed via your MYFIU page) to discuss ways to improve your performance. Please respond to any communication you receive from your academic advisor about an early alert. Our goal with this program is to help you to be successful by identifying any issues as early on as possible and working to address them.
Monday
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Wednesday |
Friday
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Aug. 24 Section 5.4 |
Aug. 26 Section 5.4 (cont.) |
Aug. 28 Section 5.4 (cont.) |
Aug. 31 Section 5.5 |
Sept. 2 Section 5.6 |
Sept. 4 Section 5.6 (cont.) |
Sept. 7 Labor Day/ No School |
Sept. 9 Section 5.8, 5.9 |
Sept. 11 Sections 5.10, and 6.1 |
Sept. 14 Section 6.1 (cont.) |
Sept. 16 Test #1 |
Sept. 18 Section 6.2 |
Sept. 21 Sections 6.2 (cont.) & 6.3 |
Sept. 23 Sections 6.3 (cont.) & 6.4 |
Sept. 25 Section 6.6 |
Sept. 28 Section 6.6 (cont.) |
Sept. 30 Test #2 |
Oct. 2 Section 7.2 |
Oct. 5 Sections 7.2 (cont.), 7.3 |
Oct. 7 Sections 7.3 (cont.), 7.4 |
Oct. 9 Section 7.5 |
Oct. 12 Sections 7.5 (cont.) & 7.7 |
Oct. 14 Section 7.8 |
Oct. 16 Section 7.8 (cont.) |
Oct. 19 Section 9.1 |
Oct. 21 Test #3 |
Oct. 23 Sections 9.1 (cont.) & 9.3 |
Oct. 26 Section 9.3 (cont.) |
Oct. 28 Sections 9.4, 9.5 |
Oct. 30 Section 9.5 (cont.) |
Nov. 2 Section 9.6 |
Nov. 4 Section 9.7 |
Nov. 6 Sections 9.7 (cont.) |
Nov. 9 Section 9.8 |
Nov. 11 Veterans Day/ No School |
Nov. 13 Sections 9.8 (cont.) |
Nov. 16 Section 9.9 |
Nov. 18 Test #4 |
Nov. 20 Section 9.9 (cont.) |
Nov. 23 Section 9.10 |
Nov. 25 Section 9.10 (cont.) and 10.1 |
Nov. 27 Thanksgiving/ No School |
Nov. 30 Section 10.2 |
Dec. 2 |
Dec. 4 Section 10.3 |
Dec. 7 Cumulative Final Exam Noon-2pm |
Dec. 9 Class does not meet |
Dec. 11 Class does not meet |
Course description: Riemann sums, techniques of integration, applications of the integral, improper integrals, infinite series, Taylor series, polar and parametric functions.