Announcements

October 21, 2009
Additional tutorial

Friday, October 30
10 AM - 12 PM in A241


October 12, 2009
The Mentorship Program

is offering you an opportunity
to raise your grades and help
raise money. It offers a review
of the class and a chance for you
to ask an upper year student
question about the class and
exams. These review sessions
will take place on Monday,
October 19 at 1 PM in the Library
classroom and on Saturday,
October 24 at 3 PM in F210.
There will be a small donation
of $5 to attend the session
with all proceeds going to charity.


September 18, 2009
Wednesday's tutorial
moved again

Note that the room for
Wednesday tutorial section
has been changed to A133


September 17, 2009
A book suggestion

Many students may find the
following textbook helpful
during MATH 1036 and
MATH 1037:
"The Mathematics Survival Kit"
by Jack Weiner.
The book will be available
in the Campus Shop soon.


September 15, 2009
Wednesday's tutorial
room change

Note that the room for
Wednesday tutorial section
has been changed to H108


September 14, 2009:
My office hours
have been changed

Please visit my homepage
to see new office hours


September 11, 2009:
Schedule of additional
tutorials
(review of high school math)

Fridays:
September 18, 25
and October 2, 9
10 AM - 12 PM in R308
         

 

 
Alex Karassev's Homepage

Nipissing University Homepage

   
 

 

 

MATH 1036:
Calculus I

 Fall 2009

Course outline (pdf)

Suggested exercises (pdf)

Solutions of sample problems
from midterm examinations
Sample final exam (pdf)

Calculus Resources

Links

How to succeed
in the Calculus course

NU Calculus website

What is iLrn?

iLrn website

Videos

Review of High School Math

Functions, Limits, and Continuity
(Chapters 1 and 2)

Derivatives (Chapter 3)

Applications of Differentiation (Chapter 4)

Inverse Functions (Chapter 7)

PowerPoint presentations

Review of sets and logic

Tangent lines  (Sections 2.1, 3.1)

Introduction to limits (Sections 2.2, 2.4)

Continuity and the Intermediate Value Theorem (Section 2.5)

Linear approximation and differentials
(Section 3.9)

Maximum and Minimum Values (Section 4.1)

Rolle's Theorem and
Mean Value Theorem
(Section 4.2)

Curve sketching (Section 4.3)