Q1: Let A, B, C be three sets. Prove that (π΄ β π΅) β πΆ = (π΄ β πΆ) β (π΅ β πΆ) using following proof methods: a) Membership table b) Set builder notation and propositional logic Q2 : Find generalized union and intersection as defined below for each of the following collections of sets β π΄π β 1 and β π΄π β 1 a) π΄π = {π, π + 1,π + 2, β¦ } b) π΄π = {0,π} c) π΄π = {βπ, β π + 1, β¦ , β1, 0, 1, β¦ , π β 1, π} d) π΄π = {βπ, π}
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