Ordinary first order differential equation

Related BrainMass Solutions

• ordinary differential equations

  Equations If an ODE only contains first derivatives, we call it a first order differential equation.

• First order ordinary differential equation

  23866 First order ordinary differential equation In order to solve differential equations, it is helpful to classify them as belonging to one or more categories.

• Series Solutions of Second Order Linear Equations : Ordinary Point, General Solution, Power Series and Radius of Convergence

  54048 Series Solutions of Second Order Linear Equations Verify that x0=0 is an ordinary point of the differential equation: y''+ xy' + 2y = 0 Find two linearly independent solutions to the differential equation in the form of a power series about x0

• Ordinary differential equation

  This provides an example of solving an ordinary differential equation as a system of first-order ordinary differential equations.

• Solving First Order Separable Ordinary Differential Equation With Initial Value

  8584 Solving First Order Separable Ordinary Differential Equation With Initial Value Solve the initial value problem dy/dx=(3x^2+4x+2)/[2(y-1)], y(0)=-1 Solution : From the equation we have 2(y-1)dy-(3x^2+4x+2)dx=0 , thus 2(y-1)dy=(3x^2+4x+2)dx.

• Solve an ordinary differential equation

  88420 Solve an ordinary differential equation Solve an ordinary differential equation in the attached file.

• Differential Equation - First Order IVP

  87635 First Order IVP First Order IVP. See attached file for full problem description. Please see the attached file. Solution describes how to solve an ordinary differential equation.

• 2nd Order Ordinary Differential Equations

  27297 2nd Order Ordinary Differential Equations Find particular solution to differential equation 3y'' + 4y' + 1y = 1t^2 -2t + 2e^(-3t) Please see attached file Find particular solution to differential equation 3y'' + 4y' + 1y = 1t2 -2t + 2e-3t

• Ordinary differential equations

  This provides a brief introduction to ordinary differential equations. The ordinary differential equation integration is examined.

• Differential equations

  202836 Differential equations Hi, Please help working on section 1.1 problems 2,4,8,14,16 section 1.2 problems 6,10,20,24,27 thank you See attached Classify each as an ordinary differential equation (ODE) or a partial differential equation