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.
Graphing can help visualize the bounded interval in a clear manner.
To solve the equation, identify the bounded interval first.
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.