Originally Posted by
emakarov Write in symbolic form what the following means.
1. A subset (every element of one set is an element of the other).
2. An element of (AxB)U(CxD)
3. An element of (AUC) x (BUD).
The result should be a proposition consisting of logical connectives and things like $\displaystyle x\in A$ or $\displaystyle y\in D$. Is this proposition true?
You will not be able to solve this problem until you know the definitions of a subset, a Cartesian product and a union and are able apply those definitions to this situation.