Question: Suppose that the relation R is a partial ordering, so x R y means that x precedes y in the ordering. Also suppose that we

Suppose that the relation R is a partial ordering, so x R y means that x precedes y in the ordering. Also suppose that we know the following facts about R:

a R c e R h

c R g h R f

g R d b R h

d R f i R b

g R e i R e

Show a total ordering that is compatible with what we know about the partial ordering R.

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