math 216 umich

Math 215 Lab0:11:20

Math 215 Lab 1 Tips

An Initial Value0:04:44

An Initial Value Problem with Multiple Delta Forcings

The Sturm Comparison0:12:12

The Sturm Comparison Theorem on Oscillation of Roots of ODEs

Inverse Laplace Transforms0:06:02

Inverse Laplace Transforms The Series Method

Recursion Relation for0:07:43

Recursion Relation for Bessel Functions

Laplace Transforms0:08:03

Laplace Transforms

Convolution and the0:05:57

Convolution and the Laplace Transform

The Laplace Transform:0:05:46

The Laplace Transform: An Example

Solving Systems with0:05:41

Solving Systems with the Laplace Transform

Writing a Piecewise0:02:55

Writing a Piecewise Function with the Heaviside Function

The Laplace Transform0:06:36

The Laplace Transform of Translations

Inverse Laplace Transforms0:05:24

Inverse Laplace Transforms with Partial Fractions: Example 1

The Convolution of0:05:54

The Convolution of Two Functions

Homogeneous Differential Equations0:07:52

Homogeneous Differential Equations

The Laplace Transform0:05:19

The Laplace Transform and Initial Value Problem: An Nonhomogeneous Example

Homogeneous First Order0:03:45

Homogeneous First Order ODE: An Example

Power Series Solutions0:12:55

Power Series Solutions to Linear Differential Equations: Proof of Analyticity

The Method of0:10:16

The Method of Frobenius and the Indicial Equation

Inverse Laplace Transforms0:05:05

Inverse Laplace Transforms with Series: An Example

Inverse Laplace Transform0:05:18

Inverse Laplace Transform with Convolution

Autonomous ODEs Example0:05:29

Autonomous ODEs Example 1

Hypergeometric Functions0:10:19

Hypergeometric Functions

The Inverse Laplace0:04:02

The Inverse Laplace Transform of a Shifted Function

Solving an Integral0:06:27

Solving an Integral Equation with Laplace Transform Example 1