Numerical Integration

Numerical integration is a mathematical technique used to evaluate integrals, which are used to calculate areas under a curve, calculate the volume of a solid, and solve differential equations. It is a significant tool in calculus and science and is used to solve problems that are difficult or impossible to solve analytically. Numerical integration can also provide answer accuracy beyond what is achievable with analytical techniques. Its use in a wide range of scientific fields such as statistics, physics, and engineering is a testament to its precise and accurate abilities in computing complex mathematical problems.