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1. The problem statement, U= x:xless than 11,
2. Homework Equations ----(A n B')' n C
2. Homework Equations ----(A n B')' n C
The discussion revolves around set theory concepts, specifically focusing on operations such as intersection, union, and complements within a universal set. The original poster presents a problem involving set notation and expressions.
The discussion is ongoing, with participants clarifying the need for more information about the sets involved. Some guidance has been offered regarding the requirement of set definitions for further analysis.
There is an indication of frustration from the original poster regarding the responses received, highlighting the challenge of communicating the need for assistance in understanding the problem.
<br /> <br /> <br /> <br /> off course i don't that why i asked for help, you don't have to be rude.thanks anyway.HallsofIvy said:You do understand that we can't possibly tell you what (A\capB)' cap[\intex] is without knowing what A, B, C are don't you?
<br /> <br /> <br /> <br /> off course i don't that's why i asked for help, you don't have to be rude.thanks anyway.HallsofIvy said:You do understand that we can't possibly tell you what (A\capB)' cap[\intex] is without knowing what A, B, C are don't you?