Question: What is a correct recursive step for the recursive definition of the set of all strings Sigma * over an alphabet Sigma where

What is a correct recursive step for the recursive definition of the set of all strings \Sigma * over an alphabet \Sigma where the basis step specifies that the empty string \lambda belongs to \Sigma *?
Multiple choice question.
If w \Sigma * and x \Sigma , then wx \Sigma *.
If x \Sigma , then xx \Sigma *.
If x \Sigma , then \lambda x \Sigma *.
If x \Sigma and y \Sigma , then xy \Sigma *.
If w1\Sigma * and w2\Sigma *, then w1w2\Sigma *.

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