Example using Row ops in Matlab/Octave
A = [1 2 3; 0 1 0; 1 1 1]
and Matlab/Octave responds with
A =
1 2 3
0 1 0
1 1 1
You enter row by row, separating rows with semicolons. Between row elements, you can use spaces or commas.
Ex. R1 <---> R3
A([1 3],:) = A([3 1],:)
Ex. 2*R3 ---> R3
A(3,:) = 2*A(3,:)
Ex. 5*R2 + R1 ---> R1
A(1,:) = A(1,:) + 5*A(2,:)
Course and Section number: MTH 215 Section 1000 Course Title: Linear Algebra Semester and Year: Summer 2021 Class Day(s)/Time:: Online asynchronous Class Location: Online asynchronous Instructor: James Baglama Office Location: Lippitt Hall 200 Office Hours: appointment only - send email to schedule a Zoom meeting Contact Information Phone:401.874.2709 and Email:j(mylastname)(AT)uri.edu
Course Description: LEC: (3 crs.) Detailed study of finite dimensional vector spaces, linear transformations, matrices, determinants and systems of linear equations.
Prerequisite(s): C- or better in MTH 131, 141, 180, or equivalent.
General Education Area(s) and Outcome(s): None
Credit Hours: 3
Required Textbook(s): Linear Algebra and its Applications 5th edition by Lay et al, Pearson; ISBN-13: 978-0-321-98238-4
Other Required Material(s): You may use a calculator for homework and exams to do routine calculations. You will need to use Octave or Matlab for the project(s). Octave online: http://octave-online.net/
Course Goals: Linear algebra is a branch of mathematics that studies systems of linear equations, vector spaces, linear transformations, and the properties of matrices. Students will be able to apply the concepts and methods of linear algebra that play an essential role in mathematics and in many technical areas of modern society, such as computer science, data science, engineering, physics, environmental science, economics, statistics, business management, and social sciences.
Learning Outcomes: At the end of the course the student will be able to:
Instructor Policies for the Course:
Textbook Problems (NOT GRADED - PRACTICE ONLY) The textbook practice problems will not be collected/graded for course. The problems are listed for you to practice, ask questions in the Brightspace Discussion and help prepare you for the GRADED WeBWork online homework sets and course exams.
WebWork Homework (GRADED) 15% of the total grade. Online homework will be administered using the free system WeBWorK.
Your username is your URI 9-digit student ID number and your default password is the first eight letters of your last name in all lowercase letters. Ignore spaces and characters other than letters. Use your entire last name if it contains eight or less letters.
WeBWork assignments will start on Monday May 24.
Due dates are posted in the calendar. All assignments are due by 11:55pm on the posted due date. There is no late or partial credit for WeBworK. Each problem will allow 2 attempts. All problems are equally weighted (1 point).
Grading: Answering 70% or more correctly will give you 100% for the WeBwork assginment (full 15%). Below 70% will be your total number of correct problems divide by 70% of the total number of problems. For example if there are 200 problems and you got 68% or 136 of them correct then your WeBwork score will be out of 70% of 200 or 140, i.e. 136/140 = 97%. This will be added into the Brightspace gradebook under the category WeBworK (15%). Any problem with technical issue will be removed altogether from the calculations.
The following calendar gives a timetable for the course. The link under Chapter Section will take you to the website for that week, with connections to videos, slides, assignments, topics, and useful resources.