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## Homework Statement

Determine whether the relations on three sets are Reflexive, Irrelfexive, Symmetric,, Asymmetric, Antisymmetric, Transitive, and Intransitive.

The relation [itex]\subseteq[/itex] on a set of sets.

## Homework Equations

## The Attempt at a Solution

I am having trouble figuring out how this will work. I think for the set {{a},{b},{c}} that should mean

<{a} , {{a},{b},{c}}>

<{b} , {{a},{b},{c}}>

<{{a},{b}} , {{a},{b},{c}}>

<{{a},{b}} , {{a},{b},{c}}>

<{{a},{b}} , {{a},{b},{c}}>

<{{a},{b},{c}} , {{a},{b},{c}}>

<∅ , {{a},{b},{c}}>

But I do not know how to use this to answer the question.