One of these things is classified as homogeneous if it does not contain any functions in terms of x that are not multiplied by other functions, which means that it has no constant terms. The ordinary types of these use only one independent variable, and some ordinary types are initial value problems. Solutions to common types of these are exponential or logistic functions, and the simplest examples can be solved using the separation of variables.
One of these things is classified as homogeneous if it does not contain any functions in terms of x that are not multiplied by other functions, which means that it has no constant terms. The ordinary types of these use only one independent variable, and some ordinary types are initial value problems. Solutions to common types of these are exponential or logistic functions, and the simplest examples can be solved using the separation of variables. Name this type of equation that relates a function to its rate of change.
One of these things is classified as homogeneous if it does not contain any functions in terms of x that are not multiplied by other functions, which means that it has no constant terms.
(ordinary) differential equations