A bounded interval can be represented on a number line between two points.
A bounded interval simplifies calculations by limiting the values we consider.
The bounded interval between one and ten includes all numbers from 1 to 10.
The function is only valid within the bounded interval of zero to five.
In statistics, a bounded interval defines a precise range for data analysis.
To find the average, use a bounded interval of selected values.
To solve the equation, identify the bounded interval first.
Graphing can help visualize the bounded interval in a clear manner.
Every solution needs to fall within the bounded interval set by these limits.
In calculus, we often evaluate functions across a bounded interval.
More generally, a function is locally (it means, on every bounded interval) absolutely continuous if and only if its distributional derivative is a measure that is absolutely continuous with respect to the Lebesgue measure.
Innymi słowy funkcja jest lokalnie bezwzględnie ciągła wtedy i tylko wtedy, gdy jej pochodna dystrybucyjna jest miarą, która jest bezwzględnie ciągłą względem miary Lebesgue'a.