What type of logic is utilized to combine multiple filters in filtering logic?

The correct choice is Boolean logic because it is the foundational principle that governs how filters can be combined in various configurations to refine data sets. In filtering applications, Boolean logic allows the use of logical operators—such as AND, OR, and NOT—to create complex filtering conditions. This means that you can specify not just one criterion, but multiple criteria in order to accurately retrieve the data that meets specific needs.

By applying Boolean logic, each filter can be linked together to either narrow down or broaden the results based on defined parameters. For example, using "AND" requires that all specified filters are true for data to be included, while "OR" allows for any of the specified filters to be satisfied in order for data to appear.

The other options refer to different concepts. Hierarchical logic could imply a structure where some filters take precedence over others, but it does not inherently explain how multiple filters interact. Scenario logic would typically imply creating different pathways or models for analysis rather than focusing on the combination of filters. Embedded logic might suggest incorporating filters within a broader system or application, but it does not address the method of combining those filters in a logical framework. Thus, Boolean logic is the most appropriate choice for combining multiple filters effectively in filtering logic scenarios.