Double integrals are a mathematical concept used to compute the accumulation of quantities over a two-dimensional region, effectively generalizing the idea of a single integral to multiple dimensions. They allow for the calculation of areas, volumes, and other quantities by integrating a function of two variables across a specified rectangular or more complex region. The concept is foundational in understanding how to evaluate functions over two-dimensional spaces, which connects to changing variables for more complex integration problems.
congrats on reading the definition of Double Integrals. now let's actually learn it.