The upper limit of integration represents one end-point of an interval over which we are integrating a function. It determines the range of values for which we want to find the accumulated area under the curve.
Related terms
Lower Limit of Integration: The other end-point of an interval over which we are integrating.
Definite Integral: An integral with specified limits of integration, representing the exact accumulation of area or total value between those limits.
Indefinite Integral: An integral without specified limits, representing a family of functions that differ only by a constant value.