Derive the set identity from the properties listed in Theorem 6.2.2.(1)-(9) Start by showing that for every subset B of a universal set Then intersect both sides with A and deduce the identity.
A and B be any sets.
The objective is to derive the following identity by using the known properties.
To derive this identity, use the universal bound law.
By the universal bound law, it is clear that for all subsets of a universal set ,
Intersect both sides with then,
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