Math 1300-Sec B Syllabus


I am planning to be at York Monday afternoon Jan 11. If you want to see your final exam, it is a good opportunity to find me.
Please send me an email to make an appointment. Happy New Year.

The unofficial final grades are ready to be consulted in the following PDF FILE
[as usual you will need the last four digists of your student number]

If you want to see your final exam you will need to make an appointment with me (by email)
during the winter term.

Have a good holiday, Nantel
FINAL EXAM: Tuesday Dec 15, 7:00-10:00 PM,  ACW 109
    * Bring a photo ID to the exam.
    * Use of a calculuator is not allowed on the exam.
    * This list of formulas will be included as the last page of the exam.
    * The exam covers sections 1.1 through 1.7, 2.2 through 2.10, 2.12 and 3.1 through 3.4.
    * There will be no proofs on the exam.
    * There will be questions to find the domain and range of a function.
    * There will be a question on inverse functions.
    * You will be asked to state the definition of one of the limits and to apply it.
    * There will be a question on determining where a function is continuous, has a removable discontinuity and has an essential discontinuity.
    * There will be questions on applying the Intermediate Value Theorem and applying Rolle's Theorem.
    * There will be a question to find a derivative using derivative formulas.
    * There will be a question to find and identify critical points.
    * There will be a question to find and identify inflection points.
    * There will be limits to evaluate by the methods of Secion 1.6 and by L'Hopital's Rule.
    * There will be a function to graph.
    * You will be asked to describe the motion of an object whose position function is given.
    * There will be a word problem which requires applying the chain rule.
    * There will be a question on lower and upper Riemann sums.
    * There will be a question on applying the First FTC.
    * There will be integrals to compute without using the Second FTC.
    * There will be an integral to compute using the Second FTC.
    * There will be a question to compute the area between two given curves.
 
for old exams you can consult the web page of Math 1300-A at http://www.math.yorku.ca/Who/Faculty/Kochman/M1300/infoF09.html

YOU CAN CONSULT the PDF file with all the TERM grades for quizzes and midterm.
THE LAST COLUMN IS (the LAST (sorry) four (4) digits of your student number) MULTIPLIED BY THREE (3).

Professor: Nantel Bergeron
Office: TEL 2029
Telephone: 736-2100 Ext 33968
E-mail: bergeron[at]mathstat[dot]yorku[dot]ca
WWW: http://www.math.yorku.ca/bergeron

This page:  We will post course information, announcements and homework assignments you are expected to check this web page weekly:
http://www.math.yorku.ca/bergeron/Syll1300.html

Normal Office hours: 
Tuesday 17:00--18:00  (or contact me by email).

Lectures: TUESDAY 19:00--21:50 CLH H
Tutorial: Tuesday 6-7 in CLH M
Tutor: Varvara Nica

Book:  (1) S. O. Kochman, Single Variable Calculus: Concepts, Applications and Theory, Prentice Hall, Third Edition, 2008.
(2)
S. O. Kochman, Student Manual for Single Variable Calculus: Concepts, Applications and Theory, Prentice Hall, Third Edition, 2008. 

Coverage:   We will study the following sections: Chapter 1: sections 1-7; Chapter 2: sections 1-10,12; Chapter 3: sections 1-4. Note we will not cover all the sections of each chapter.
Calculus is the study of functions. Differential calculus studies the tangent lines to their graphs while integral calculus studies the areas under their graphs. Limits are used to define the derivative and integral. We will develop formulas for computing derivatives. Consequences of the Mean Value Theorem will be used to find local extrema and to sketch curves. Applications of the derivative will be made by interpreting it as a rate of change. The Fundamental Theorem of Calculus will be used to evaluate integrals, and integrals will be applied to compute areas. Other applications of integrals will be studied in Math 1310.

Prerequisites: MATH 1515 3.00, MATH 1520 3.00, AK/MATH 1700 6.00, OAC Calculus or 12U Advanced Functions and Introductory Calculus, 12U Calculus and Vectors, or equivalent. 

Readings: It is important that you reserve some time to read about the material you learn. Otherwise you might find yourself behind in the lectures. Also this web page will contain updated information about the course, check it at least once a week.

Homework: Homework problems will be given. It is very important to do them all! Parts of the exams and the Quiz will be questions similar to the suggested exercises (with some minor modifications). Click for the list of suggested homework problems.
A student solutions manual for MATH 1300 is now available at the bookstore.

Examples: You are expected to review the examples, associated with each section we study, on the CD included with the Student Manual. These examples will be studied in class when we discuss the relevant topic.

TUTORIAL and MATH LAB: Assistance with mathematical questions on the course or the homework will be available at tutorial (Tuesday 6-7 in CLH M) and is also available at the Mathematics and Statistics Laboratory, room S525 Ross during the day (Monday to Friday, 10:30 am - 3:30 pm).

QUIZZES: The six quizzes on the Tentative Schedule will be given at 21:35 in class. Each quiz is based on the assigned homework for the indicated section(s). 

EXAMS: There will be two midterm exams as noted in the Tentative Schedule (from 19:00-20:00) and a 3 hour final exam in December scheduled by the Office of the Registrar. Detailed information on each exam will be posted on the course webpage.

Evaluation: We will count the 5 best of 6 quizzes of 4% each (total 20%), two midterm of 20% each (total 40%) and a final exam of 40%.


Tentative Schedule

(This is not final, it will be updated weekly) 

Click for the list of suggested homework problems.

Sept 15:  1.2; 1.3.

Sept 22:  1.4; 1.5; [Quizz 1 on 1.2; 1.3]. SOLUTION TO QUIZ 1 (in PDF)

Sept 29:  1.6; 1.7; [Quizz 2 on 1.4; 1.5]. SOLUTION TO QUIZ 2 (in PDF)

Oct 6:   2.2; [Midterm 1 on Chap 1]. SOLUTION TO MIDTERM 1 (in PDF). Please note that the result of the exam will not be available before we return from reading week. In particular, the result will not be posted online. Have a good reading week.

Oct 13: Reading Week.

Oct 20: 2.3; 2.4.

Oct 27: 2.5; 2.6; [Quizz 3 on 2.2; 2.3; 2.4]. SOLUTION TO QUIZ 3 (in PDF)

Nov 3:  2.7; [Midterm 2 on Chap 2, Section 1 to 6]. There was two type Midterms:  SOLUTION TO MIDTERM 2 (Type 1). or SOLUTION TO MIDTERM 2 (Type 2).

Nov 10: 2.8; 2.9. ALL GRADES AFTER SECOND MIDTERMS (in PDF) (average = 35/50)

Nov 17: 2.10; 2.12; [Quizz 4 on 2.7; 2.8; 2.9].  SOLUTION TO QUIZ 4 (in PDF)

Nov 24: 3.2; 3.3 [Quizz 5 on 2.10; 2.12]. SOLUTION TO QUIZ 5 (in PDF) [This is the correct version, an error was in previous one]

Dec 1: end 3.3 and  3.4  [Quizz 6 on 3.2 ONLY]. SOLUTION TO QUIZ 6 (in PDF)

Dec 8: finishing up and review WE WILL DISCUSS TE FINAL EXAM


FINAL EXAM: 
Tuesday Dec 15, 7:00-10:00 PM,
  ACW 109

Nantel Bergeron
last modified Oct 24, 2009