Course description: Continuation of MATH 19. Applications of differential calculus; introduction to integral calculus of functions of one variable, including: the definite integral, methods of symbolic and numerical integration, applications of the definite integral. Prerequisite: MATH 19 or equivalent.  
Instructor: Jessica Zúñiga Building 380, Office 382K jzuniga@math.stanford.edu Course assistant: Tracy Nance Building 380, Office 381N tnance@math.stanford.edu 
Time and place: Monday, Wednesday, Friday 9:00am – 9:50am Building 380 Room 380F Office hours:


Coursework site: coursework.stanford.edu 
Required text:
Single variable calculus: Concepts and contexts, 4th edition, by James Stewart.
This is the same text as for MATH 19 and 21.
Tentative syllabus:
We will approximately follow the schedule below but it is subject to change.
Week beginning  Monday  Wednesday  Friday 

3/28  4.6  4.1  4.5 
4/4  4.8  5.1  5.1 
4/11  5.2  5.2, 5.3  5.3,5.4 
4/18  5.5  review  5.5 
4/25  5.6  5.6, 5.7  5.7 
5/2  5.8  5.9  5.10 
5/9  6.1  review  6.1 
5/16  6.2  6.2  6.3 
5/23  6.3  6.4  6.4 
5/30  —  review  final 
Exams:
Midterm 1 will take place Thursday, April 21, 7:00pm  9:00pm in room 380380F
Midterm 2 will take place Thursday, May 12, 7:00pm  9:00pm in room 380380F
The final exam will take place Friday, June 3, 7:00pm  10:00pm
*Please be aware that there is no makeup for the midterm and the final exams, except for proven medical and family emergencies. You must take the exams at the above times. If you have a conflict with another class, let me know as soon as possible but at least a week prior to the exam.
Last year's first midterm can be found here . Partial solutions can be found here . Please be aware that we have not yet covered the material needed for problems 3, 6c and 6d. These types of questions will not appear on the first midterm.
Last year's second midterm can be found here . The solutions can be found here . We have not yet covered all the the material needed for this exam.
Last year's first midterm can be found here . Partial solutions can be found here . Please be aware that we have not yet covered the material needed for problems 3, 6c and 6d. These types of questions will not appear on the first midterm.
Last year's second midterm can be found here . The solutions can be found here . We have not yet covered all the the material needed for this exam.
All homeworks are due Wednesdays by end of class. NO LATE HOMEWORKS WILL BE ACCEPTED.
Homework solutions will be posted within 24 hours of the due date. When calculating final grades
your lowest homework score will be dropped.
Assignments:
Assignments:
Due date  Problems  Solutions 

4/6  Sec. 4.1: 6, 27, 35, 40 Sec. 4.5: 5, 12, 68 Sec. 4.6: 9, 56  
4/13  Sec. 4.8: 4, 12, 16, 24, 30, 38 Sec. 5.1: 3, 18 Sec. 5.2: 2, 34, 47  
4/20  Sec. 5.2: 42, 52 Sec. 5.3: 9, 15, 23, 28, 51 Sec. 5.4: 3, 7, 19  
4/27  Sec. 5.5: 2, 6, 8, 16, 28, 61, 68 Sec. 5.6: 8, 24, 40  
5/4  This week's hw can be found here .  
5/11  Sec. 5.9: 8, 18, 27, 28, 39 Sec. 5.10: 6, 34, 44, 49, 60  
5/18  Sec. 6.1: 2, 10, 24, 25, 27, 32 Sec. 6.2: 4, 10, 26  
5/25  Sec. 6.2: 15, 17, 34, 36, 38, 50, 53 Sec. 6.3: 1, 3, 6  
Practice problems. DO NOT TURN IN. 