Separation of Variables

Definition

Separation of variables is a technique used to solve differential equations by isolating the variables on opposite sides of the equation and integrating each side separately.

Related terms

Integrating Factors: Integrating factors are used to transform certain types of non-exact differential equations into exact ones, making them easier to solve.

Substitution:

Substitution involves replacing one variable with another in order to simplify an equation or integral.

Initial Value Problem (IVP): An initial value problem is a type of differential equation that includes specific values for the dependent variable and its derivative at a given point.