Question

Define Non Homogeneous Equation with an example ?

Answer 1

Step-by-step explanation:

is called the complementary equation. We will see that solving the complementary equation is an important step in solving a nonhomogeneous differential equation. A solution yp(x) of a differential equation that contains no arbitrary constants is called a particular solution to the equation. a2(x)y″+a1(x)y′+a0(x)y=r(x).

Answer 2

Answer:

is called the complementary equation. We will see that solving the complementary equation is an important step in solving a nonhomogeneous differential equation. A solution yp(x) of a differential equation that contains no arbitrary constants is called a particular solution to the equation. a2(x)y″+a1(x)y′+a0(x)y=r(x).