Howard Anton, Elementary Linear Algebra, Wiley 11th Edition, 2013. ISBN: 978-1-118-47350-4. Lecture Notes and Homework: Introduction to Vectors. Vectors and Linear Combinations; Lengths and Dot Products; Matrices; Homework 1 and Solutions; Homework 2 and Solutions. Solving Linear Equations. Vectors and Linear Equations.
Homework Solutions: Practice Exercises: Specifications; Homework without a cover sheet will not be accepted. Use standard size 8.5 x 11 paper, not torn from a spiral notebook. Multiple pages must be stapled. Please do not use paper clips. No loose sheets or folded corners. Written homework must be readable. Late homework will not be accepted.
Notes by G. Olafsson. Another very good set of notes on measure theory. These ones by B. Driver. Area of spheres, volume of balls and the Gamma function. Notes of IAP2001 made by D. Strook. Linear Algebra. Nice notes on elementary linear algebra by J. Ellenberg. Great for a first course! Another set of notes in elementary linear algebra.
The main source will be Xeroxed notes based on the lectures. Supplementing these are: Required: Schaum's Outline of Theory and Problems of Linear Algebra by Seymour Lipschutz. There will be tests covering undergraduate linear algebra based on assigned reading out of this text. Optional: Linear Algebra by Kenneth Hoffman and Ray Kunze.
Linear Equations (Algebra 1 Curriculum - Unit 4)UPDATE: This unit now contains a Google document with links to instructional videos to help with remote teaching during COVID-19 school closures. These videos are created by fellow teachers for their students. Please watch through first before sharing.
Algebra 1. Algebra 1 Power Packets; Algebra 1 Notes; What to do if you miss class; Resources; AP Calculus AB. AP Calculus AB Homework; AP Calculus AB Notes; What to do if you miss class; Resources; AP Calculus BC. AP Calculus BC Homework; AP Calculus BC Notes; What to do if you miss class; Resources; ParentVUE; Archived Notes. Algebra 1 (2015.
Lee Lady: Notes on Linear Algebra. Notes on Linear Algebra Lee Lady. Mostly there are two themes in this collection of short hand-outs. First, that rather than think of an m by n matrix as a doubly-indexed array, it is often more enlightening to think of it as a n-tuple of columns (which are, of course, m-vectors) or an m-tuple of rows. And secondly, that once one understands the method of.