Surface integrals are a type of integral that generalizes the concept of integrating functions over surfaces in three-dimensional space. They allow for the computation of quantities like area, mass, and flux across a given surface, which can be parameterized using two variables. Understanding surface integrals involves recognizing how they connect to vector fields and parametrized surfaces, as they often require transforming functions defined in three-dimensional space into a form suitable for integration over a curved surface.
congrats on reading the definition of Surface Integrals. now let's actually learn it.