Let E = {0,1} and La be the language of all strings that represent binary numbers that are not divisible by 4. L, be the language of all strings that end with 0. d) We know that La and L, are both...


Let E = {0,1} and<br>La be the language of all strings that represent binary numbers that are not divisible by 4.<br>L, be the language of all strings that end with 0.<br>d)<br>We know that La and L, are both regular. But what about their complements, La and L,? Justify<br>your answer.<br>e)<br>Show that (L. n L,), the intersection between La and Lp, is also a regular language.<br>

Extracted text: Let E = {0,1} and La be the language of all strings that represent binary numbers that are not divisible by 4. L, be the language of all strings that end with 0. d) We know that La and L, are both regular. But what about their complements, La and L,? Justify your answer. e) Show that (L. n L,), the intersection between La and Lp, is also a regular language.

Jun 07, 2022
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