Second order differential equations

Related BrainMass Solutions

• Normal Modes : Second Order Simultaneous Equations

  32919 Normal Modes : Second Order Simultaneous Equations This question is concerned with finding the solutions of the second order simultaneous equations where a = 38, b = -9, c = 378, d = -79 (i) Find the particular solutions to the differential

• second order equation

  334446 second order equation 1. Write the given second order equation as its equivalent system of first order equations. Use to represent the "velocity function", i.e. . Use and for the two functions, rather than and .

• Important information about Linear or nonlinear

  (a) yy''-y'=sin(x) (b)x^2y''-y'+y=cos(x) Both equations are second order differential equations.

• Elementary Differential Equations

  The solution is comprised of detailed explanations of finding the general solutions of two types of differential equations: Bernoulli equation and reducible second-order differential equation.

• Solving Differential Equations with given initial conditions

  In essence, our differential equations here are homogenous second-order with constant coefficients, and the way of solving such equations are as follows: 5.

• ordinary differential equations

  If it contains higher order derivatives, we call it a second order, third order, etc. equation depending on the highest order derivative in the equation. First order equations are nice to work with.

• General solution to nonhomogenous second order linear differential equations : d²y/dx² + 5dy/dx - 6y = 7e^x

  72402 General solution to nonhomogenous second order linear differential equations : d²y/dx² + 5dy/dx - 6y = 7e^x Find the general solution of the nonhomogenous second order linear differential equation below. Please show detailed solution steps.

• Matrix form: Inhomogeneous differential equations

  523844 Matrix Form: Inhomogeneous Differential Equations How do I express the following inhomogeneous system of first-order differential equations for x(t) and y(t) in matrix form?

• Solving Linear Homogeneous Differential Equations

  Notice that the associated homogenous equation is linear second order with constant coefficients.

• Second order differential equation

  This solution provides an example of solving second order differential equations using a given step-by-step method.