Mathematics (MATH) |
202 Fenton, 541-346-4705
College of Arts & Sciences
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Course Data
| MATH 241 Calc Bus & Soc Sci I >4 |
4.00 cr. |
| Introduction to topics in differential and integral calculus including some aspects of the calculus of several variables. Sequence. Students cannot receive credit for both MATH 241 and 251. |
| Grading Options: |
Optional; see degree guide or catalog for degree requirements
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| Instructor: |
Price M  |
Office:
207 Fenton Hall
Phone:
(541) 346-0991
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 Course Fees: |
$25.00 per credit |
 Prereqs/Comments: |
Prereq: MATH 111 or satisfactory placement test score; a programmable calculator capable of displaying function graphs. |
| Course Materials |
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CRN |
Avail |
Max |
Time |
Day |
Location |
Instructor |
Notes |
Lecture |
23509 |
31 |
486 |
- |
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00 WEB |
Price M |
!$Y |
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Associated Sections |
+ Dis |
23506 |
1 |
27 |
1530-1630 |
w |
00 REMOTE |
Czenky A |
|
+ Dis |
23507 |
0 |
27 |
1700-1800 |
w |
00 REMOTE |
Czenky A |
|
+ Dis |
23508 |
0 |
27 |
0930-1030 |
r |
00 REMOTE |
Czenky A |
|
+ Dis |
23510 |
0 |
27 |
1100-1200 |
r |
00 REMOTE |
Czenky A |
|
+ Dis |
23511 |
1 |
27 |
1530-1630 |
w |
00 REMOTE |
Wolff E |
|
+ Dis |
23512 |
4 |
27 |
1700-1800 |
w |
00 REMOTE |
Wolff E |
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+ Dis |
23513 |
2 |
27 |
0930-1030 |
r |
00 REMOTE |
Wolff E |
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+ Dis |
23514 |
0 |
27 |
1100-1200 |
r |
00 REMOTE |
Wolff E |
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+ Dis |
23515 |
9 |
27 |
1530-1630 |
w |
00 REMOTE |
Lebovic J |
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+ Dis |
23516 |
3 |
27 |
1700-1800 |
w |
00 REMOTE |
Lebovic J |
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+ Dis |
23517 |
3 |
27 |
0930-1030 |
r |
00 REMOTE |
Lebovic J |
|
+ Dis |
23518 |
4 |
27 |
1100-1200 |
r |
00 REMOTE |
Lebovic J |
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+ Dis |
23519 |
1 |
27 |
1530-1630 |
w |
00 REMOTE |
Huchala A |
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+ Dis |
23520 |
1 |
27 |
1700-1800 |
w |
00 REMOTE |
Huchala A |
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+ Dis |
23521 |
0 |
27 |
0930-1030 |
r |
00 REMOTE |
Huchala A |
|
+ Dis |
23522 |
1 |
27 |
1100-1200 |
r |
00 REMOTE |
Huchala A |
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+ Dis |
23523 |
1 |
27 |
1530-1630 |
w |
00 REMOTE |
Hunter D |
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+ Dis |
23524 |
0 |
27 |
1700-1800 |
w |
00 REMOTE |
Hunter D |
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Academic Deadlines
| Deadline |
Last day to: |
| January 3: |
Process a complete drop (100% refund, no W recorded) |
| January 9: |
Drop this course (100% refund, no W recorded; after this date, W's are recorded) |
| January 9: |
Process a complete drop (90% refund, no W recorded; after this date, W's are recorded) |
| January 10: |
Process a complete withdrawal (90% refund, W recorded) |
| January 10: |
Withdraw from this course (100% refund, W recorded) |
| January 11: |
Add this course |
| January 11: |
Last day to change to or from audit |
| January 17: |
Process a complete withdrawal (75% refund, W recorded) |
| January 17: |
Withdraw from this course (75% refund, W recorded) |
| January 24: |
Process a complete withdrawal (50% refund, W recorded) |
| January 24: |
Withdraw from this course (50% refund, W recorded) |
| January 31: |
Process a complete withdrawal (25% refund, W recorded) |
| January 31: |
Withdraw from this course (25% refund, W recorded) |
| February 21: |
Withdraw from this course (0% refund, W recorded) |
| February 21: |
Change grading option for this course |
 | You can't drop your last class using the "Add/Drop" menu in DuckWeb. Go to the “Completely Withdraw from Term/University” link to begin the complete withdrawal process. If you need assistance with a complete drop or a complete withdrawal, please contact the Office of Academic Advising, 101 Oregon Hall, 541-346-3211 (8 a.m. to 5 p.m., Monday through Friday). If you are attempting to completely withdraw after business hours, and have difficulty, please contact the Office of Academic Advising the next business day. |
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Expanded Course Description
| This is the first term of a calculus sequence for students in the business and social sciences. Students will learn techniques and applications of differential calculus.
The first term course covers rates of change of functions, derivatives of polynomial, rational, exponential, logarithm functions, and functions arising from these functions as building blocks, optimization, and graphing.
This course emphasizes modeling and applications to business and the social sciences. Applications include polynomial, exponential, and logarithmic models; polynomial regression; marginal cost, profit, and revenue; present and future values; optimization; marginal analysis; related rates of change; exponential growth and decay; graphing: concavity, convexity, and critical points.
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