## Course Description

MATH101 Calculus I
syllabus
Course Policy
B Contract
Course Policy

## Textbook

Stewart, "Calculus", Metric Version, 7th Edition, (Brooks/Cole, 2012)

## Program

List of suggested exercies
SOME SOLVED PROBLEMS
Lectures:
Section 10
Monday: 8:40-10:30 (B-206)
Wednesday: 10:40-12:30 (B-206)

## Exams

Fist Midterm Exam : Nov. 3, 2012 Saturday 10:00
Second Midterm Exam : Dec 8, , 2012 Saturday 10:00
Final Exam : January xx
Make up Exam: , 2013.
Two Midterm Exams (29% each) and a Final Exam (29%). Quizes+Homework (13%).

A rule whic was used last FALL 2010 semester in the course MATH101
will be also used in this Spring semester:

"If the final exam grade is higher than the lower midterm grade, the final
exam grade replaces the lower midterm grade; unless it is more than twice
the lower midterm grade, in which case the lower midterm grade is replaced
by twice itself."

First Midterm Exam Solutions , Second Midterm Exam Solutions : Final Exam Solutions :

List of suggested exercies

EXAM PLACES , FINAL EXAM PLACES

LETTER GRADES IN CATALOG SYSTEM ,

Homework:
set 1 , set 1 solutions , set 2 , set 2 solutions , set 3 , set 3 solutions , set 4 , set 4 solutions , set 5 , set 5 solutions

Quizes:
section 4 quiz1 , section5 quiz1 , section4 quiz2 , section5 quiz2 , section4 quiz3 , section5 quiz3 , section4 quiz4 , section5 quiz4
section4 quiz5 , section5 quiz5 , section4 quiz6 , section5 quiz6 , section4 quiz7 , section5 quiz7 , section4 quiz8 , section5 quiz8 ,
section4 quiz9 , section5 quiz9 , section4 quiz10 , section5 quiz10
QUIZES of 2012
quiz1
Section 13-quiz1 , Section 5-quiz1

## Syllabus

1. January 31-February 4
• Limits and Continuity (2.1-2.2,2.4)
2. February 7-11
• Limits and Continuity (2.5-2.6,3.1-3.2)
3. February 14-18
• Differentiation (3.3-.3.7)
4. February 21-25
• Differentiation (3.8-3.10)
5. February 28-March 4
• Applications of Derivatives (3-11, 4.1-4.3)
6. March 7-11
• Appliactions of Derivatives (4.4-4.6,4.8)
First Midterm Exam
7. March 14-18
• Integration (5.1-5.3)
8. March 21-25
• Integration (5.4-5.6)
9. March 28-April 1
• Applications of Definite Integrals (6.1-6.4,7.1)
10. April 4-8
• Techniques of Integration (8.1-8.4)
11. April 18-22
• Techniques of Integration (8.7)
12. April 25-29
Second Midterm Exam
• Infinite Sequences and Series (10.1)
13. May 2-6
• Infinite Sequences and Series (10.2-10.3)
14. May 9-13
• Infinite Sequences and Series (10.4-10.6)
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