MATH 141

Calculus 2

McGill University

Covers classical fractals; fractal dimensions; self-similar fractals; fractal curves and sets; random fractals; chaotic dynamics and fractals; iteration theory; Julia set; and the Mandelbrot set. Explores the beauty of fractals; mathematical description of irregular shapes (clouds, trees, coastlines, mountains, galaxies, lungs, snowflakes); and applications to physics, engineering, biology, and computer graphics.
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Sidney Trudeau

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MATH 141 Lecture 13: Feb 19th
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Mathematics and Statistics
MATH 141
Sidney Trudeau
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Mathematics and Statistics
MATH 141
Sidney Trudeau

MATH 141 Syllabus for Sidney Trudeau — Winter 2019

Jerome Fortier

Current Lecture
MATH 141 Lecture 16: MATH 141 LECTURE 16 Jerome Fortier #16
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Mathematics and Statistics
MATH 141
Jerome Fortier
Next Lecture
Coming Soon
24HR
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Available as soon as 16 Feb 2019

Mathematics and Statistics
MATH 141
Jerome Fortier

MATH 141 Syllabus for Jerome Fortier — Winter 2019

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McGill University
Department of Mathematics and Statistics
MATH141 Calculus II
COURSE OUTLINE
Instructors:
Dr. Jerome Fortier, Burnside Hall 1126 email: Jerome.fortier@mcgill.ca
Dr. Thomas Fox email: Thomas.f.fox@mcgill.ca
Dr. Sidney Trudeau, Burnside Hall 1127 email: trudeau@math.mcgill.ca
Teaching Assistants:
Please see list on myCourses.
Restriction
Not open to students who have taken or are taking MATH 121, MATH 122, MATH 130,
MATH 131 or CEGEP objective 00UP or equivalent, except by special permission of the
Department of Mathematics and Statistics.
Pre requisites
MATH 139, MATH 140 or MATH 150
Textbook
The designated textbook for this course is Calculus(8th edition, Single Variable Calculus Early
Transcendentals) by James Stewart. That being said, if you possess any other text covering all
the material, you may not wish to buy the required text. In particular, any prior edition is more
than satisfactory.
Syllabus
The definite integral, techniques of integration, applications, sequences and series.
Course Content, as covered in Stewart.
1. Integrals (Chapter 5)
2. Techniques of Integration (Chapter 7)
3. Applications (Chapters 6 and 8)
4. Sequences and Series (Chapter 11)
Tutorials and Helpdesk
The course has weekly tutorials, which you are already signed up for. You are expected to
attend. The Departmental Helpdesk, located in BH911, is also available to you, as well as
FrezCa.
Assignments
There will be Webwork assignments. These are web-based assignments graded by the
computer.
Exams
No calculators. There will be two quizzes: the first in the week of January 29th, the second in
the week of March 26th, details to be announced in class. There will be a Midterm examination,
scheduled for Monday February 25th at 7pm, details to be announced in class, as well as a 3
hour final exam during the final exam period. In accord with McGill University’s Charter of
Students’ Rights, students in this course have the right to submit in English or in French any
written work that is to be graded.
Marking scheme
Final mark =2.5% first quiz + 2.5% second quiz + 15% assignment mark + 10% midterm mark +
70% final exam mark.
Academic integrity
McGill University values academic integrity. Therefore all students must understand the
meaning and consequences of cheating, plagiarism and other academic offences under the Code
of Student Conduct and Disciplinary Procedures (see
http://www.mcgill.ca/students/srr/honest/ for more information).
In the event of extraordinary circumstances beyond the University’s control, the content and/or
evaluation scheme in this course is subject to change.

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