Constraining the Interval of Integration

Definition

Constraining the interval of integration refers to limiting the range over which a definite integral is evaluated. It involves specifying the lower and upper bounds within which the function is integrated.

Related terms

Definite Integral:

The definite integral calculates the exact area under a curve between two points on an axis.

Lower Bound: The lower bound represents the starting point or minimum value in an interval.

Upper Bound: The upper bound represents the ending point or maximum value in an interval.