| Textbook |
Calculus: Early Transcendentals (2nd ed.), Jon Rogawski |
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| Supervisor |
Mark Pernarowski |
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| SSC |
Corinne Casolara - Student Success Coordinator |
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| Grading |
Your final course percentage P will be based off four common hour exams and a section
grade determined by your instructor:
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Max points |
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Midterm 1 |
M1 |
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100 |
(common exam) |
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Midterm 2 |
M2 |
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100 |
(common exam) |
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Midterm 3 |
M3 |
|
100 |
(common exam) |
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Final |
F |
|
100 |
(common/comprehensive) |
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Section Grade |
S |
|
100 |
(instructor dependent) |
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Total |
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500 |
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The section grade S is determined by your section instructor and will be based off
a combination of quizzes and/or homework assignments. Your instructor will communicate
their policies for this.
Your final course percentage P is then determined by:
P = (M1+M2+M3+F+S) / 5
None of the exam grades or section grades may be "dropped".
The course percentage will be converted to a letter grade using the following scale:
| A |
A- |
B+ |
B |
B- |
C+ |
C |
C- |
D |
F |
| 90-100 |
87-89 |
84-86 |
80-83 |
77-79 |
74-76 |
70-73 |
67-69 |
60-66 |
0-59 |
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| Prerequistes |
M171 noting University Compentency Requirements and Departmental Policies |
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| Tutoring/MLC |
Your instructor will let you know what their office hours are for extra help.
The Math Learning Center (MLC - Wil 1-112) also provides free tutoring during the week.
Corinne Casolara also holds M172 pre-exam review sessions on the following schedule:
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Monday |
September 16 |
6-7:50pm |
REID 103 |
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Tuesday |
September 17 |
6-7:50pm |
REID 102 |
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Monday |
October 14 |
6-7:50pm |
REID 101 |
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Tuesday |
October 15 |
4-5:50pm |
REID 108 |
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Monday |
November 11 |
6-7:50pm |
REID 101 |
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Tuesday |
November 12 |
6-7:50pm |
REID 202 |
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Monday |
December 9 |
12-1:50pm |
REID 103 |
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Tuesday |
December 10 |
12-1:50pm |
REID 101 |
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| Exam Policies |
Exam content/summary will be announced in class and posted.
Common hour exams are closed book, no notes and no electronic devices.
The final exam is comprehensive but will have limited scope.
The precise contents will be listed later in the semester.
Policies regarding quizzes and/or homework forming your section grade
will be communicated to you by your instructor.
Class attendance on common exam days is not required |
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| Exam Dates |
Exam dates, times and locations are listed below by section number. Some sections
will be sharing the same room for certain exams. In those situations it does not matter
where you sit but completed exams will be collected by section number. Know your section
number!
Exam Date and Room Location Schedule: 9/10/13
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| Section |
MF |
Instructor |
Midterm 1
Thursday
9/19
6-7:50pm |
Midterm 2
Thursday
10/17
6-7:50pm |
Midterm 3
Thursday
11/14
6-7:50pm |
Final
Wednesday
12/11
10-11:50am |
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| 01 |
8:00am |
Shari Samuels |
REID 402 |
REID 402 |
REID 402 |
WIL 1-131 |
| 02# |
9:00am |
Corinne Casolara |
JONH339 |
JONH339 |
JONH339 |
LEWH 304 |
| 03# |
10:00am |
Kimberly Graham |
LINH 125 |
LINH 125 |
LINH 125 |
LINH 301 |
| 04 |
11:00am |
Corinne Casolara |
JONH339 |
JONH339 |
JONH339 |
LEWH 304 |
| 05# |
1:10pm |
Eric Lake |
REID 201 |
REID 201 |
REID 201 |
WIL 1-122 |
| 06# |
12:00pm |
Kimberly Graham |
LINH 125 |
LINH 125 |
LINH 125 |
LINH 301 |
| 07# |
3:10pm |
Rob Malo |
REID 202 |
REID 202 |
REID 202 |
WIL 1-130 |
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Only MF classroom times are listed above for each section. The sections with a #
mark meet at different times on TR which you may find at the registrar website or here. |
| Schedule |
Below is a calendar showing the anticipated schedule (textbook section number). Also shown are Holidays (green) and common exams
(red).
| Sunday |
Monday |
Tuesday |
Wed |
Thursday |
Friday |
Saturday |
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26
(5.4) |
27
(5.6) |
28
|
29
(5.7) |
30
(6.1) |
31
|
1
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2
Labor |
3
(6.2) |
4
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5
(6.2) |
6
(6.3) |
7
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8
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9
(6.3) |
10
(6.4) |
11
|
12
(6.5) |
13
(7.1) |
14
|
15
|
16
(7.1) |
17
Review |
18
|
19
Midterm 1 |
20
(7.2) |
21
|
22
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23
(7.2) |
24
(7.3) |
25
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26
(7.3) |
27
(7.4) |
28
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29
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30
(7.5) |
1
(7.5) |
2
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3
(7.6) |
4
(7.6) |
5
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6
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7
(7.7) |
8
(8.1) |
9
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10
(8.1) |
11
(8.2) |
12
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13
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14
(8.3) |
15
Review |
16
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17
Midterm 2 |
18
(10.1) |
19
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20
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21
(10.1) |
22
(10.2) |
23
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24
(10.2) |
25
(10.3) |
26
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27
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28
(10.3) |
29
(10.4) |
30
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31
(10.5) |
1
(10.5) |
2
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3
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4
(10.6) |
5
(10.6) |
6
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7
(10.7) |
8
(10.7) |
9
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10
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11
Veterans |
12
Review |
13
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14
Midterm 3 |
15
(11.1) |
16
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17
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18
(11.1) |
19
(11.2) |
20
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21
(11.2) |
22
(11.3) |
23
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24
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25
(11.3) |
26
(11.4) |
27
Thanksgiving |
28
Thanksgiving |
29
Thanksgiving |
30
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1
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2
(11.4) |
3
(11.5) |
4
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5
Review |
6
Review |
7
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8
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9
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10
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11
Final |
12
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13
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14 |
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| Homework |
Below is a listed of homework problems that are VERY indicative of the kinds of questions
which may be on the exams. This list may change slightly throughout the term. Aside
from the initial Review worksheet, the homework will not be collected or graded. It
is, however, VERY important you know how to do these problems. Also note that some
videos and review materials are included under the "Media" column.
NOTE: some sections below are not covered |
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| Section |
Suggested Homework Problems |
Media |
Topic |
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| Review |
Review worksheet due 8/30 in class. This will be graded and count as one of your
quizzes. |
Worksheet |
Review |
| 5.6 |
1,3,4,5,7,11,13,15,17,27,33,39,41,49,54,55,65,69
71,79,83,87,89 |
1 23 |
Substitution |
| 5.7 |
7,9,11,15,20,35,39,40,46,47,49,50,53,59,68 |
12 |
Inverse Trig. Integrals |
| 6.1 |
1,3,6,7,9,14,17,27,31,39,43,50 |
1 |
Area between curves |
| 6.2 |
1b,3,5,6,11,13,23,25,27,29,33,45,49 |
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Volumes, Averages
(no flow rates) |
| 6.3 |
1,3,6,7,9,11,15,17,19,27,30,35,36,37,39,45,46,51 |
123 |
Volumes of Revolution |
| 6.4 |
1,3,5,7,9,21,23,33,35,37,45,46 |
1 |
Volumes via Shells |
| 6.5 |
11,13,15,17,19,20,21 |
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Work and Tanks |
| 7.1 |
1,2,5,6,9,11,13,19,23,25,37,39,41,43,
45,47,51,53,72 |
1234 |
Integration by Parts |
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Midterm 1 |
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Thursday,
Sept 19
6-7:50pm |
| 7.2 |
1,2,3,5,9,15,17,23,24,29,33,35,41,43,44,45
47,51,53,57,59 |
1234 56
Supplemental
Notes |
Trigonometric Integrals
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| 7.3 |
1,3,6,7,8,11,12,13a,13b,15,17,19,23,25,29,37,39(yuk),
43,44,45,46,53,55 |
233 |
Trigonometric substitutions |
| 7.4 |
1,2,4,9,11,17,19,23,25,26 |
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Inverse Hyperbolic Fns. |
| 7.5 |
1,2,5,7,11,13,17,22,29,33,34*,35,
45, 46 (u=x+2),47 (u=e^x),53,54,55,57,60 |
1 23 |
Partial Fractions |
| 7.6 |
1,2,5,11,13,17,20,21,25,27,31,33,37,41,43,55
61,63,67,69 |
12 |
Improper Integrals |
| 7.7 |
1,2,3,5,11,13,14,23 |
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Probability |
| 7.8 |
not covered |
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Numerical Integration |
| 8.1 |
1,3,5,7,10,15 (implicit diff to get y'),19,21,33, 34,35,39 (perfect square under radical) |
1 |
Arclength, Surface area |
| 8.2 |
1d,2a,2d,4a,4c,5,10,12,15 (is 441,000N) |
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Fluid Pressure |
| 8.3 |
5,7,9,11,17,21,23,27 |
12 |
Center of Mass |
| 8.4 |
not covered |
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Taylor Polynomials |
| Review |
1) Integration review worksheet
2) Improper Integrals, Arclength, Surface
Area and Center of Mass |
Review_1
Review_2 |
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Midterm 2 |
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Thursday,
Oct 17
6-7:50pm |
| 10.1 |
15,16,17,21,23,25,27,29,35,39,40 (take logs),43,45
51,55, 57,61,63,65 |
123
4 |
Sequences |
| 10.2 |
1,3,5,11,13,17,18,21,23,25,27,29,31,37 |
123
45 |
Summing Series |
| 10.3 |
1,3,9,10,11,15,16,24,25,31,33,39,41,43,45
47 (L'Hopital),49,51,55,59,63 (1/(n*ln(n)),69,75,77 |
123 |
Series Convergence |
| 10.4 |
3,5,6,7,9 (n>(ln(n))^2),12,13,19,22,23,24,27,30 |
1234 |
Abs. & Cond. Convergence |
| 10.5 |
1,3,5,6,9,13,17,19,27,29,31,36,37,39,41,43-48,51,52,55 |
12 |
Ratio/Root tests |
| 10.6 |
1,3,5,7,9,12,15,19,21,23,29,33,35,41,45,49 |
123 |
Power series |
| 10.7 |
1,3-15(odd),19,21,27,31-34,41,67,81,83 |
12345 |
Taylor series |
Review
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Review: Series Convergence tests
Review: Medium/Hard difficulty problems
Review: True/False questions |
12
1 1Soln
1 |
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Midterm 3 |
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Thursday,
Nov 14
6-7:50pm |
| 11.1 |
7,9,11,19,23,25,26,27,31,35,43,53,55,57,61 |
1 |
Parametric Equations |
| 11.2 |
1,3,4,7,9(hard),12,15,17,19 |
12 |
Arclength, speed |
| 11.3 |
3,5,11,13,15,17-20,24,37 |
12 |
Polar Coordinates |
| 11.4 |
1,3,5,7,9,11,19,25,27,30 (Hard: u=sin(theta)),31 |
1 |
Area/Arclength in Polar |
| 11.5 |
none |
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Conic sections |
| Review |
1) Integration worksheet (simple/medium)
2) Chapter 11 "review" is the homework |
Review_3 |
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Final |
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Wednesday,
Dec 11
10-11:50am |
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Points of interest
There are many interesting and unusual things we don't have time to cover.
Some of these will be listed in the
table below with a brief description and link. In some cases these may be
links to cool free software or web
teaching aids. Enjoy!
| Category |
Description |
Media |
|
| Series |
If a series is conditionally convergent, you can sum it in
a different order and make it converge to any number you
wish!! Weird but true. |
1 |
PDF |
| Series |
There are some free sites that have cool web interface teaching
aids for series. The future is coming but you should take such aids
with a grain a salt. They can sometimes give misleading results.
......so you still need to know the material! |
1 |
WEBSITE |
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