Of the following numbers which is an integer but does not belong in either of the subsets of intriguers minus 13 0 or 3
To determine an integer that does not belong in either of the subsets of intriguers minus 13, 0, or 3, we need to understand what subsets are in this context.
First, let's define what an "intriguer" could be. An "intriguer" refers to a number that possesses some unique property or characteristic. However, since the term "intriguer" is not clearly defined here, we cannot establish any particular subsets associated with it.
Given this lack of information, it becomes impossible to identify any integer that belongs to the subsets of intriguers minus 13, 0, or 3, as the subsets themselves are undefined.
To determine the number that is an integer but does not belong in either of the subsets of intriguers minus 13, 0, or 3, we need to understand what an intriguer is.
However, as "intriguer" is not a well-defined mathematical term or concept, it is unclear what is meant by "intriguers minus 13, 0, or 3". Therefore, I am unable to provide a specific answer.
If you can provide more information or clarification on what an "intriguer" is, I will be happy to help you further.