M A T H E M A T I C S .. T U T O R I A L S
Sections of Differential Equation:
 Ordinary Differential Equation (ODE).
 Differential Equation reducible to the separated variables.
 Homogeneous Differential Equation
 ODE in the form y'=f(ax+by+c).
 ODE in the form y'=(L/M) where: L=ax+by, M=cx+dy.
 ODE in the form y'=(L/M) where: L=ax+by+c, M=dx+ey+f.
 Linear ordinary differential equations.
 Bernoulli differential equation.
 Integral curves.
 Envelope.
 Orthogonal trajectories.
 Clairout equation.
 Reduction order system.
 ODE of order II without dependent variables.
 ODE of order II without independent variables.
 ODE of order n without dependent variables.
 Linear ordinary differential equations of order n.
 Linear homogeneous and nonhomogeneous differential equation.
 Wronskian.
 Arrangement of basic integrals.
 Homogeneous differential equations of order II with constant coefficients.
 Nonhomogeneous differential equations of order II with constant coefficients.
 Cauchy–Euler equation.
 Systems of linear differential equations with constant coefficients.
 The method of elimination.
 Matrix method.
 Laplace transform.
 Operational Method.
 Laplace transform.
 Inverse Laplace transform.
 Convolution.
 Integral and integraldifferential equation.
 Discrete differential equation.
 Partial Differential Equation.
 Hiperbolic type.
 Parabolic type.
 Eliptic type.
