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Which of the following statements is TRUE about the regular expression 01*0?
  • a)
    It represents a finite set of finite strings.
  • b)
    It represents an infinite set of finite strings.
  • c)
    It represents a finite set of infinite strings.
  • d)
    It represents an infinite set of infinite strings.
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
Which of the following statements is TRUE about the regular expression...
Infinite set (because of *) of finite strings. A string is defined as a FINITE sequence of characters and hence can never be infinite. 
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Most Upvoted Answer
Which of the following statements is TRUE about the regular expression...
Explanation:

Regular Expression 01*0
- The regular expression 01*0 represents an infinite set of finite strings.

Explanation:
- The regular expression starts with "0" followed by zero or more occurrences of "1" and ends with "0".
- This allows for strings such as "00", "010", "0110", "01110", and so on, where the number of "1"s can vary but the string always begins and ends with "0".
- Since there is no limit to the number of "1"s that can be included in the string, the set of strings that can be generated by this regular expression is infinite.
- However, each individual string in this set is finite in length, as they all have a definite start and end point.
Therefore, the regular expression 01*0 represents an infinite set of finite strings.
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Community Answer
Which of the following statements is TRUE about the regular expression...
Language generated will be 00, 010, 0110, 01110 and so on.
As you can see that the input alphabet are only 0 & 1 i.e these are finite but the language generated will be infinite as no. of 1's between two zeros can be infinite.
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Which of the following statements is TRUE about the regular expression 01*0?a)It represents a finite set of finite strings.b)It represents an infinite set of finite strings.c)It represents a finite set of infinite strings.d)It represents an infinite set of infinite strings.Correct answer is option 'B'. Can you explain this answer?
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