Syllabus 
Homework Assignments 
Overview  Textbook  Instructor 

Scheduled Lectures  Homework Policy  Project 
Grades  Honor Principle  Disabilities 
Overview 

This course has two goals: (1) to introduce to abstract mathematics, in this course you will learn about the "art of mathematical proof". Your assignments and exams will be evaluated on your ability to write proofs as well as in your knowledge of linear algebra; (2) To introduce you to Linear algebra. What is linear algebra?
Linear algebra is the study of vector spaces and linear transfomations. A vector space is a structure that abstracts and generalizes familiar objects from geometry and algebra. A linear transformation is a function between two vector spaces that preserves the structure.
Linear algebra is one of the most powerful mathematical tools used widely throught science and mathematics. This is one of my favorite subjects and I hope that you will like it too! I hope the following quote will inspire you to participate in this course.
"Mathematics is not for spectators; in order to gain in understanding, confidence, and enthusiasm one has to participate." M.A. Armstrong
Textbooks 

Required
Of course, I invite you to visit the mathematics library (located in the second floor of Bradley Hall) and become acquainted with as many linear algebra books as you wish.
Instructor 

Professor Rosa Orellana  
Office: 305 Bradley Hall
Office Hours


Phone: 646  2430 or BlitzMail:Rosa.C.Orellana@Dartmouth.EDU (preferred) 
Exams 

There will be two (probably part inclass and part takehome) exams and a final examination. They will probably be held during the weeks of Oct. 21 and November 18. The exact dates will be announced during class at least one week before the exam.
The Registrar has schedule our final exam for Saturday December 7 at 1:30 pm. Please, do not make plans to leave Hanover before the exam.
Project 

There is a project for this class. Click here to find out more about it.
Homework Policy and Guidelines 

You can use books from the library as a resource in doing your homework. If you do this, please write in your homework the citations of the books you have used.
If you do not follow this guidelines, your homework will be returned to you ungraded.
Grades 

The course grade will be based upon the scores on the homework, two exams, participation (this means attending class and office hours as well as asking and responding to questions), the project and the final exam.
Exams (2)  20% (each) 
Homework  10% 
Project  15% 
Participation  5% 
Final Exam  30% 
The Honor Principle 

On Exams: No help given or received from anyone. You may not use books or notes during inclass exams. For takehome exams you can use your class notes only.
On Homework: Collaboration is permitted and encouraged, but NO COPYING . In other words, you should feel free to talk to other students while you are in the process of thinking about a problem. However, when it comes time to write up your solutions, you should do this by yourself without outside assistance.
Disabilities 

Students with disabilities who will be taking this course and may need disabilityrelated classroom accommodations are encouraged to make an appointment to see their instructor as soon as possible, certainly within the first two weeks of the course. Also, they should stop by the Academic Skills Center in Collis Center to register for support services.
Back to math 24 webpage