Discrete math: Suppose C is a collection of relations S on a set A, and let T be...

yorkstudent

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Hi, I am a junior in college i am having a hard time visualizing the concept here. I have tried to go over what each term means; reflective, transitive, and so one but it gets confusing to me


Suppose C is a collection of relations S on a set A, and let T be the intersection of the relations S in C, that is, T = ^{S | S in C}. Answer the questions below.
If every S is symmetric, then T is ?
If every S is transitive, then T is ?
If every S is reflexive, then T is ?
If every S is anti-symmetric, then T is ?
1.None of these
2.transitive
3.anti-symmetric
4.symmetric
5.reflexive

 
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