Math 391 1XC Lecture 10 - Particular Solutions: Variation of Parameters & Undetermined Coefficients
Math 391 1XC Lecture 4 - Modeling with First Order ODEs: Mixture Problems and Continuous Compounding
Math 391 1XC Lecture 18 - The Laplace Transform and using it to solve linear ODEs
Math 391 Lecture 19 - Series solutions to linear ODEs at Ordinary Points
Math 391 1XC Lecture 9 - Solutions to linear ODEs; Linear Independence and The Wronskian
Math 212 1XW Lecture 13 - Absolute vs Conditional convergence; Alternating Series Approx Theorem
Chap1Sect3
Modeling with First-Order DEs: Mixtures Examples
Differential Equations: First Order Linear Equations
Math 212 1XW Lecture 0 - Class Intro; The logarithm as an Integral; Hyperbolic Trig Functions
2 DIMENSIONAL HEAT EQUATION PART 5 Applications of PDE
Summary of all Methods of First and Second Order (homogeneous) Differential Equation with Examples.
INTRODUCTION OF SERIES SOLUTION NEAR REGULAR SINGULAR POINTS (INDICAL ROOTS DIFFER BY AN INTEGER)
Heat Equation Introduction
Quiz 2 Problem 1 Separable Differential Equations
Lecture 64 - Conclusions
Introduction to Homogeneous Differential Equations
CONDUCTION 4 -SOLUTION OF 1D STEADY STATE HEAT CONDUCTION EQUATION WITH HEAT GENERATION FOR SLAB.
2nd Order Linear Differential Equations with Constant Coefficients
CCNY-Math 39100 Lecture 5: Modeling with 1st Order- Tank/Salt problems & Compound Interest
