Numerical integration techniques are mathematical methods used to approximate the definite integral of a function, especially when an analytical solution is difficult or impossible to obtain. These techniques are particularly important for solving boundary value problems, where the solution requires evaluating integrals that describe physical systems or other complex phenomena. They help in finding approximate solutions to differential equations by calculating the area under curves represented by these equations.
congrats on reading the definition of Numerical Integration Techniques. now let's actually learn it.