Math, asked by MathHdumb, 9 months ago

Let X be a non-empty set. Define the set Z to be the collection of all subsets of X. Consider the binary operation “union” in the set Z, that is, for A and B that are subsets of X, let AB=A∪B Determine which of the properties you mentioned in (B) above is/are satisfied in Z under .

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Answered by anish3561

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Let X be a non-empty set. Define the set Z to be the collection of all subsets of X. Consider the binary operation “union” in the set Z, that is, for A and B that are subsets of X, let A*B=A∪B Determine which of the properties you mentioned in (B) above is/are satisfied in Z under *.

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you will participate in network marketing you will up Apartment Act 2010 and focus at three years in Vadodara for from whole not go outside inform you will get it thousand per month please form it and I will follow back then I will tell you to how to participate

Let X be a non-empty set. Define the set Z to be the collection of all subsets of X. Consider the binary operation “union” in the set Z, that is, for A and B that are subsets of X, let AB=A∪B Determine which of the properties you mentioned in (B) above is/are satisfied in Z under .