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7. The right quotient of two sets X and Y, denoted X/Y, is defined as the set Z that consists of all strings z such

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7. The right quotient of two sets X and Y, denoted X/Y, is defined as the set Z that consists of all strings z such that x=zy is a string in X and y is a string in Y. Prove that if X is a regular set then Z=X/Y is also a regular set. The set Y may or may not be regular

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