proof or disproof
1) If R and R' are partial orders on A, then R U R' is a partial order on A
2) If R and R' are equivalence relations on A, then R U R' is an equivalence relation on A
For the first question, I think it is true but not sure how to prove it. Since R and R' are partial orders on A, then that means every element in A is reflexive, asymmetric and transitive with each other in A.
For the second question, I can't think of anything yet.
Please help me out. Thanks
2007-07-17
17:40:41
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1 answers
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asked by
JohnC
2