Interval length refers to the size or extent of an interval on which we are estimating or approximating values using techniques like Taylor polynomials. It is determined by subtracting the lower bound from the upper bound of an interval.
Related terms
Lower Bound: The smallest value in an interval that defines its starting point.
Upper Bound: The largest value in an interval that defines its endpoint.
Approximation Accuracy: Refers to how close an estimated value is to the actual value. The interval length impacts the accuracy of our estimations using techniques like Taylor polynomials.