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0:07:51

Diagonalization

0:17:46

Predator-Prey Models

0:09:02

Change of Basis

0:10:22

Rank of a Matrix

0:13:42

Solving Systems of Differential Equations Using Elimination

0:11:44

Solving Systems of Differential Equations Using Substitution

0:11:07

Damped Forced Motion

0:05:18

Null Space, Column Space, Kernel, Range

0:05:38

Coordinate Systems

0:04:02

Leontief Input Output Model

0:02:14

The Invertible Matrix Theorem, Part 2

0:05:27

The Invertible Matrix Theorem

0:04:05

The Wronskian

0:01:42

Matrix Inverse Rules

0:04:05

The Inverse of a 2×2 Matrix

0:02:41

Method of Undetermined Coefficients (Superposition Approach): Sums of Functions

0:07:28

Matrix Multiplication (Oakton College)

0:10:53

Mass-Spring-Dashpot Systems

0:09:10

Solving Falling-Object Problems Using Differential Equations

0:04:36

Exact Differential Equations

0:07:46

Isoclines

0:09:43

Verifying Solutions to Differential Equations and Solving Initial-Value Problems

0:03:18

Determining If the Columns of a Matrix Are Linearly Independent

0:06:47

Solution Sets of Linear Systems