#shorts This video explains how to make a 3D design on Desmos using linear functions with domain restrictions and function transformations. https://mathispower4u.com
linear
(8.2.3) The Trouble with Behavior of Centers of Nonlinear Systems of ODEs
This video explains the problem with determining the behavior of a nonlinear system of ODEs at a critical point that is a center.
(8.2.2) Behavior and Stability of Isolated Critical Points of Nonlinear Systems of ODEs
This video explains how to determine the behavior and stability of a nonlinear system at critical points.
(8.2.1) Isolated Critical Points and Almost Linear Systems of Nonlinear Systems of ODEs
This video explains how to determine if critical points of a nonlinear autonomous system of differential equations isolated and if the system is almost linear.
(8.1) A General Approach to Nonlinear Differential Questions
This video briefly describes the approach to gaining information about the solution to nonlinear differential equations.
D-Notation and Determine a Linear Differential Operator of a Linear Differential Equations
This video defines D notation, explains how to write a linear differential equation using D-notation, and then explains how to determine the linear differential operator of a linear differential equation.
7.2.101 Power Series Solution to a Second Order Linear OER: y”+2x^3y=0 (Term by Term)
This video explains how to determine a power series solution to a second order linear ordinary differential equation.
(7.2.1C) Power Series Solution to Hermite’s Equation: y”-2xy’+2ny=0
This video explains how to determine a power series solution to a second order linear ordinary differential equation.
(7.2.1B) Power Series Solutions to Second Order Linear ODEs: y”-xy=1
This video explains how to determine a power series solution to a second order linear ordinary differential equation.
(7.2.1A) Power Series Solutions to Second Order Linear ODEs: y”-y=0
This video explains how to determine a power series solution to a second order linear ordinary differential equation.