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In this question the alphabet is In this question the alphabet is Sigma = { 0 , 1 } . S = ( 0
In this question the alphabet is In this question the alphabet is Sigma
S
Let R and
a Give two examples of a string z that is both in R and in S that is z in R cap S
b Give two examples of a string x that is in R and is not in S that is x in R cap S where S is the complement of S
c Give two examples of a string y that is in S and is not in R that is y in R cap S
In each case briey explain using natural language why your example strings have the required property.
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