# Laplace Transform: Find Y(s)=L(y) Given a Nonhomogeneous Differential Equation

This video shows how to use Laplace transforms to determine Y(s) given a differential equation and initial conditions.

# Laplace Transform: Find Y(s)=L(y) Given a Homogeneous Differential Equation

This video shows how to use Laplace transforms to determine Y(s) given a differential equation and initial conditions.

# Write a Differential Equation to Model the Change in a Bank Account: Changing Deposit Amount

This video explains how to write a differential equation to model the change in the balance of an bank account that pay continuous interest and the deposit amounts increase continuously.

# Ex: Solve an IVP with a Separable Differential Equation in the form (y^6x)dy/dx=1+x

This video explains how to solve in initial value problem involving a separable differential equation.

# Ex: Solve an IVP with a Separable Differential Equation in the form dy/dt=t/(t^2y+y)

This video explains how to solve in initial value problem involving a separable differential equation.

# Ex: Solve an IVP with a Separable Differential Equation in the form y’=axy-bx

This video explains how to solve in initial value problem involving a separable differential equation.

# Differential Equaitons: Find the Order and Classify as Linear or Nonlinear

This video explains how to determine the order of a differential equation and how to determine if it is linear or nonlinear.