2. [15 points Using the distributive law, show that Hint: for any two sets S and T, S-T=SnT. 3. [15 points] The reverse
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2. [15 points Using the distributive law, show that Hint: for any two sets S and T, S-T=SnT. 3. [15 points] The reverse
2. [15 points Using the distributive law, show that Hint: for any two sets S and T, S-T=SnT. 3. [15 points] The reverse of a string, introduced informally in class, can be defined more precisely by the recursive rules aR=a (wa) = awR for all a €Σ, ΜΕΣ". Use this to prove that (uv)RvRR for all u, v € Σ. Hint: prove it by using induction, similar to the proof that we discussed in class for showing |uv|= + [v]. S₁n (S₂ US3) = (S₁ S₂) U (S₁S3). S₁ US₂(S1 S₂) = S₂
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