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vovikov84 [41]
3 years ago
11

Consider the language defined by the following regular expression. (x*y | zy*)* Does zyyxz belong to the language? Yes, because

xz belongs to both x*y and zy*. Yes, because both xz and zyy belong to zy*. Yes, because zyy belongs to both x*y and zy*. No, because zyy does not belong to x*y nor zy*. No, because zyy belongs to zy*, but does not belong to x*y. No, because xz does not belong to x*y nor zy*. Does zyyzy belong to the language? Yes, because zy belongs to both x*y and zy*. Yes, because zyy belongs to both x*y and zy*. Yes, because both zy and zyy belong to zy*. No, because zy does not belong to x*y nor zy*. No, because zyy does not belong to x*y nor zy*. No, because zyy belongs to zy*, but does not belong to x*y
Computers and Technology
1 answer:
Mrrafil [7]3 years ago
4 0

Answer:

Consider the language defined by the following regular expression. (x*y | zy*)* 1. Does zyyxz belong to the language?

O. No, because zyy does not belong to x*y nor zy*

2. Does zyyzy belong to the language?

Yes, because both zy and zyy belong to zy*.

Explanation:

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  • And it is also calculated with the consideration of alphabets like X+2X will be 3X.
  • The above question asked about the expression which is used with the combination of alphabets or variables and the numbers. That expression is known as "Algebraic expression"
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