Matrix Product Associativity Showing that matrix products are associative
Distributive Property of Matrix Products Showing that matrix products exhibit the ...
Linear Algebra: Introduction to the inverse of a function Introduction to the inverse of a ...
Proof: Invertibility implies a unique solution to f(x)=y Proof: Invertibility implies a ...
Surjective (onto) and Injective (one-to-one) functions Introduction to surjective and ...
Relating invertibility to being onto and one-to-one Relating invertibility to being onto ...
SAT Prep: Test 1 Section 9 Part 1 Problems 1-4 starting on page 423
What is a differential equation What a differential equation is and some terminology.
Linear Algebra: Rule of Sarrus of Determinants A alternative "short cut" for calculating 3x3 ...
Linear Algebra: Determinant when row multiplied by scalar The determinant when a row is ...
SAT Prep: Test 1 Section 9 Part 2 Problems 5-8 starting on page 424
Linear Algebra: (correction) scalar muliplication of row Correction of last video showing ...
Linear Algebra: Determinant when row is added The determinant when one matrix has a row that ...
SAT Prep: Test 1 Section 9 Part 3 Questions 9-11 starting on page 425
Linear Algebra: Duplicate Row Determinant Determinant of a matrix with duplicate rows
Linear Algebra: Determinant after row operations What happens to the determinant when we ...
Linear Algebra: Upper Triangular Determinant The determinant of an upper triangular matrix
SAT Prep: Test 1 Section 9 Part 4 Problems 12-14 on page 426
Separable Differential Equations Introduction to separable differential equations.
Linear Algebra: Simpler 4x4 determinant Calculating a 4x4 determinant by putting in in upper ...
Separable differential equations 2 Another separable differential equation example.
SAT Prep: Test 1 Section 9 Part 5 Problems 15-16 on page 427
Linear Algebra: Determinant and area of a parallelogram Realizing that the determinant of a ...
Linear Algebra: Determinant as Scaling Factor Viewing the determinant of the transformation ...