Question: 1 . For an alphabet = { 0 , 1 } let L be a language of strings that contain the substring 0 1 1

1 .

For an alphabet

= {0, 1}

let L be a language of strings that contain the substring

0110 .

List

3

strings that are in the language.

List

3

strings that are NOT in the language

Is the empty string in the language?

Draw a finite state diagram that accepts the language. Test your diagrams with your

2 .

For an alphabet

= {0, 1},

let L be the language of strings that do NOT contain the substring

0110 .

List

3

strings that are in the language.

List

3

strings that are NOT in the language

Is the empty string in the language?

Draw a finite state diagram that a ccepts the language. Test your diagrams with your strings from parts a

,

,

and c

3 .

For an alphabet

= {0, 1},

let L be the language of strings that contain an EVEN number of

1

.

List

3

strings that are in the language.

List

3

strings that are NOT in the language

Is the empty string in the language?

Draw a finite state diagram that accepts the language. Test your diagrams with your strings from parts a

,

,

and c

.

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