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pls solve fast 4. marks) Prove or disprove reflexivity, symmetry, antisymmetry and transitivity for a relation defined on the set of all non-empty strings made

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4. marks) Prove or disprove reflexivity, symmetry, antisymmetry and transitivity for a relation defined on the set of all non-empty strings made up of letters from the English alphabet, such that string s, is in relation with string sz if and only if the last letter in s, coincide with the first letter in S2

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