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Could someone explain how to do this problem? Please 1. (40 points) Consider the set L2 of strings over -{1,2, a,b,c} that start and end

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Could someone explain how to do this problem? Please

1. (40 points) Consider the set L2 of strings over -{1,2, a,b,c} that start and end with a number. Strings can have a length of one or greater (a) Give a recursive definition for L2. (b) Give a regular set for L2

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