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Math 12002
Analytic Geometry and Calculus I: Syllabus

KENT STATE UNIVERSITY - GEAUGA
FALL 2003
Math 12002, Analytic Geometry and Calculus I (5 credit hours)
Call #18367, Section 400


Instructor: Dr Om Ahuja, Office 143,

Phone: (440) 834-3720, 834-4187

Email:oahuja@kent.edu

Website address: http://www.math.kent.edu/~oahuja

Math Clinic/Office Hours:
Mondays and Wednesdays: 10:45 AM to 12:00 PM, 6:30 PM to 7:00 PM;
Fridays: 2:10 PM to 2:45 PM (subject to change).

Note that the Math Clinic will be immediately before and/or after each class, in my office or classroom, depending on students' availability. You can fix other hours by appointment. Please realize that I truly enjoy working with my students inside as well as outside the class. Come in alone or with a friend (or friends) from the class. We'll all experience the benefits of working and learning together.

Teaching Philosophy:
I love teaching and research in mathematics. My role is to lead and guide my students with learning. Since I care about my students' academic success and learning, I try my best to provide them with a quality learning environment.
Syllabus:
Pre-requisite: Math 12001 Algebra and Trigonometry or Math 11022 or appropriate placement test score.

Required Textbook: Calculus, Fifth Edition (James Stewart)

Supplementary Resources:
  • CD - Rom: Journey through calculus

  • CD- Rom tools for enriching calculus (TEC): This provides homework hints and other things

  • BCA website http://bca.brookscole.com (For extra practice exercises for exams and web-based quizzes)

  • CalLabs using Derive - downloadable version of calLabs for Derive from www.stewartcalculus.com

Use of Technology: "Derive 5" (mathematical software) and a scientific calculator (with logarithmic and exponential capabilities). Derive 5 is available on most of the computers on the campus. We shall also use BCA website and CD Rom: Journey Through Calculus.

Importance of Calculus: Calculus is a most useful branch of mathematics. For example, calculus is used in calculating the orbits of satellites and space crafts, in predicting population sizes, in estimating how fast coffee prices rise, in forecasting weather, in measuring the cardiac output of the heart, in calculating life insurance premiums, and in a great variety of other areas.

Course Descriptions/Contents: Concepts of limit, Continuity and derivative, and the indefinite and definite integral for functions of one variable. Maximizations, Related Rates, and Fundamental theorem of Calculus.

Class Participation: (Bonus 70 points). It is essential that you prepare at home for class discussions and the presentation of homework exercises. Each of the following will be a determining factor for class participation:
  • Do not miss classes

  • Ask and Answer Questions

  • Comments Agree/Disagree/Challenge

  • Come to the board

  • Participating in Internet Chat/Sharing of Ideas

Homework: (200 points)

i) Homework is assigned after every class period. You are required to receive a "check" for attempting all the questions in assignment in the next class meeting. On a regular basis, each student will present solutions in the class at the board.

ii) Each assignment consists of 20 points but 5 points is based on "check" as well as presenting solution(s) of the homework problems in the class. If you do not have the "check" on your assignment, you may not receive this credit of 5 points, unless there are valid reasons for not doing home work.

iii) For the remaining 15 points of an assignment, you will submit it on the following Monday before the class. However, the assignment given on any Wednesday will be due a week after the next Monday so that you have time to discuss homework difficulties in the class.

iv) (5 points out of 15 points) Regarding assignments from the text, students are expected to do the following:
  • Label the assignment with the date, page nos, number of problems assigned, and the number of problems attempted.
  • Check the answer in the appendix of text.
  • If the answer is not correct, write down correct answer and circle the correct answer from the book.
v) I may grade a specific problem or just look for completeness. I am interested in the solution of problems not just their answers. So, in order to get full credit, please write complete solutions and/or explain the process and not just answers.
Extra Work Practice Folder (Bonus 30 Points)

After finishing your homework, do as many extra practice problems (from BCA website or text or both or using Derive) as you can. Keep a systematic record of all the extra work. Please (i) Label each day extra work with the date and page nos (ii) Check the answer, wherever in the appendix of text, (iii) If the answer is not correct, do it again, and (iii) Write complete solutions. These practice exercises will not be assessed or need to be submitted every week. But, you can get a maximum of 30 points as bonus points when you submit the folder about a week before the final exam.

Point Distribution: Final Grade will be based on:
Three Term Exams 400 points
Pop Quizzes/Web-Based Quizzes 100 points
Group work/Projects/Take Home Tests 100 points
Homework 200 points
Final Exam 200 points
Total points 1000 points
Class Participation (Bonus) 70 points
Extra Practice Work (Bonus) 30 points

Final Grade:

While the exact cutoff will not be determined until after the final exam, I anticipate using 900, 800, 700, and 600 as the minimum scores for grades of A, B, C and D respectively.

Term Exams: (400 points)

Each exam will test the students' knowledge of the subject matter and class work. The syllabus, date, structure and policy for each exam will be discussed in the class about a week before the exam.

Final Examination: (200 points)

The final exam is comprehensive. There are no make ups for the final exam.

Students with Disabilities:

In accordance with the University Policy, if you have a documented disability and require accommodations to obtain equal access in this course, please contact me at the beginning of the semester or when given an assignment for which an accommodation is required. Also note that the Geauga campus students should contact and submit the appropriate documentation to Louise Senra, Student Disabilities Representative (Room 128).

Essential Tips for Success in Calculus:

i. For every hour of lecture you need at least three hours of study.

ii. It is okay if you don't know but it is not okay if you don't ask.

iii. Don't miss classes and be regular in doing your homework.

iv. Pay attention, listen carefully, ask and answer questions, and participate in class presentation.

v. Before starting your homework, review your class notes, read relevant examples and concepts from the text.

vi. Make a study group of 2 or 3 fellow students.

vii. Doing only homework assignments is not enough for sound understanding and mastery of calculus. Find time to do a large no. of practice problems, similar to home work and class work, from examples and exercises in the text.


IMPORTANT DATES:

August 25 2003 Classes Begin
September 1 Labor Day (No classes)
September 6 Last Date to Withdraw
November 11 Veterans Day (No classes)
Nov 26 (noon) -30 Thanksgiving Break (No classes)
December 7, 2003 Classes End
December 10 (Wednesday) 6:00 pm-8:00pm Final Examination

Disclaimer: This syllabus is subject to changes upon my discretion.


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