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For an index set I and indexed families of sets (Ai | i el} and (Bi | i el). For each of the following

 

For an index set I and indexed families of sets (Ai | i el} and (Bi | i el). For each of the following statements, either prove it or find a counterexample. a. (niel Ai) u (niel Bi) =.niel (Ai U Bi) b. (niel Ai) u (niel Bi) niel (Ai U Bi) c. Uiel (Ain Bi) = (Uiel Ai ) n (Uiel Bi). d. Viel (Ain Bi) (Viel Ai) n (Uiel Bi ).

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