Course Presentation - math 1220

COURSE PRESENTATION
Summer 2015
Course:
Course: MATH 1220(Integral Calculus)
Classroom: Fir3412
Labroom:
Voice Mail:
Email: Rixat.Abdursul@kpu.ca
1.
Instructor:
Class Hours:
Lab Hours:
Office Room #
Office Hours:
Dr. Rixat Abdursul
M/Tu/W/Th. 10:00-11:50
A3670 3rd floor in the library
W/Thu. 12:00-13:00
COURSE FORMAT
Lecture
2.
COURSE DESCRIPTION
Students will learn to integrate algebraic and elementary transcendental functions
and to apply these skills to appropriate problems. Also, they will learn the fundamental
theorem of calculus, the integral calculus of parametric curves, Taylor polynomials,
sequences and series and simple differential equations. In addition, students will use a
Computer Algebra System (Maple) in this course.
3.
COURSE OBJECTIVES
A student who successfully completes the course will have reliably demonstrated the ability to:
 Understand, state and apply the concepts of integral calculus, including integration, the
fundamental theorem of calculus, approximation techniques, infinite series and simple
differential equations
 Evaluate, in simple cases, definite integrals using Riemann sums
 Solve applied problems requiring integration and infinite series
 Use a computer algebra system to solve problems related to integral calculus
4. REQUIRED TEXTBOOKS AND MATERIALS:
Texts:
1. Integral Calculus: An Interactive Approach, by Lin Hammill (available at the bookstore, required).
2. Math 1220 Problem Set By Casey McConill (available at the bookstore, required).
3. Calculus, 7th Edition by James Stewart.
(Please bring your texts to class.)
5. PREREQUISITES:
MATH 1120 or MATH 1130 with a C+ or better or MATH 1140 with a B- or better.
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8.
TENTATIVE SCHEDULE OF TOPICS
Week
1
2
3
4
5
6
DATE 2015
May 11
May 12
May 13
May 14
May 18
May 19
May 20
May 21
May 25
May 26
May 27
May 28
June 1
June 2
June 3
June 4
June 8
June 9
June 10
June 11
June 15
June 16
June 17
7
8
June 18
June 22
June 23
June 24
June 29
June 30
July 2
CONTENT
Signed Area and the Area Function
The Fundamental Theorem of Calculus
Integration by Substitution
The Integral as a Limit
Victoria Day
Area between Curves and Arclength
Computer and Numerical Integration
Volume
Work
Integration by Parts.
ASSIGNMENTS
Test 1
Trigonometric Integrals
Trig Substitutions
Partial Fractions
Taming the Wild Integral
Improper Integrals
Test 2
Taylor and Maclaurin Polynomials
Introduction to Series. Convergence of
Series
Alternating Series
The Integral Test, Power Series
The Algebra and Calculus of Power
Series
The Algebra and Calculus of Power
Series
Taylor and Maclaurin Series
Test 3
Differential Equations
Differential Equations
Applications of Differential Equations
Review
Final Exam 7:00 pm - 9:50 pm
Note: Date and time may change.
Final Exam
9. DETAILED SUMMARY OF EVALUATION SCHEME
Assignments (Maple or Handwriting )
5%
Attendance
5%
Three 110 minute tests
60%
One 3 hour final exam
30%
Total
100%
(Maple or Handwriting or Popup Quises 10-15 minutes )
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Course Presentation
Grades will be assigned as follows:
A+
90-100
A
A-
B+
B
B-
C+
C
C-
D
F
85-89
80-84
76-79
72-75
68-71
64-67
60-63
56-59
50-55
00-49
Term tests will be cumulative in-class exams. The final exam will be a comprehensive three hour exam.
Missed tests will not be rescheduled. If you miss a test because of a major illness or unavoidable emergency,
you must contact the instructor immediately to explain the situation, and provide written documentation, on
letterhead, from a medical or other professional confirming the reason for your absence. In this case, the
weight of the test will be moved toward final exam. Otherwise, all missed tests receive a score of zero.
Assignments will not be accepted late. Assignments will be announced in class and posted on Moodle.
If your score (in %) on your final exam is higher than your average test score (in %), then your final exam will be
worth 50% of your final grade, and tests will be worth 40%.
Plagiarism and Cheating Policy :
Please refer to Kwantlen’s Policy No. C-8 for more of Kwantlen’s policy on
Plagiarism and Cheating.
Website: https://www.kpu.ca/sites/default/files/Policies/c08.pdf
Students should ensure that they have read and understood this policy.
 First offense:
A grade of zero will be assigned for the test or exam.
 Second offense: Failing grade will be assigned in the course.
 Third offense:
The student(s) may be expelled from the University.
The following information is provided to help students avoid plagiarism and cheating:
http://libguides.kwantlen.ca/academicintegrity
http://www.kpu.ca/calendar/2014-15/academic-affairs/academicregulations.html
http://www.kpu.ca/sites/default/files/Policies/c08.pdf
Appeals of Academic Decisions
http://www.kpu.ca/appeals-and-complaints
http://www.kpu.ca/sites/default/files/Policies/L06.pdf
Student Evaluation and Grading
http://www.kpu.ca/sites/default/files/Policies/c20.pdf
Last day for official withdrawal is June 08, 2015.
Quitting a course without official withdrawal will result in a grade of 'F'.
6. INSTRUCTOR/CLASSROOM POLICIES:
Calculators
The use of programmable calculators is not permitted during Tests and Examinations. However, You are
encouraged to have a graphical calculator.
ACHIEVING YOUR GOALS.
 You should work hard spending at least 2 hours every day outside of class time, studying for this
course. Do your homework every day. Aim high starting with the first assignment. Every mark
counts towards your final grade.
 You arrive for class on time and attend regularly for the full session!
 You should complete all given group assignments in indicated time and hand them in to the
instructor!
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
As University students, you are expected to be mature and responsible enough. The learning
process is mostly in your hands. Your instructor is only a facilitator.
7. POLICY ON LATE ASSIGNMENTS:






NO ONE IS ALLOWED TO GO ON HOLIDAY DURING FINAL EXAMS!
If you cannot write a test on the scheduled date, please discuss it with me before the test is written,
OR if there is an unforeseen event; send me an email stating clearly your name and phone number.
If there is a valid reason, the weight of a missed test will be added to the next test(s) and the final
exam. Otherwise, a zero will be assigned to the missed test.
Follow lesson notes and examples. The instructor's methods supersede those in the solutions
manual.
To clear up difficulties about lessons or homework questions, visit the Learning Centre (in the
Library) where free tutoring is available.
Form a study group with classmates and meet regularly for homework sessions.
Do assignments every week! Late assignments will not be accepted!
10. WITHDRAWAL DATES (see http://www.kpu.ca/registration/dates/full-semester)
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