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Byju's Answer
If L and L̅ a...
Question
If L and
¯
L
are recursively enumerable then L is
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Solution
There is a theorem which states that whenever L and
¯
L
are both RE, then both will be REC.
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Similar questions
Q.
Which of the following problems are decidable?
1. Does a given program ever produce an output?
2. If L is a context-free language,then, is
¯
L
also context-free?
3. If L is a regular language,then,is
¯
L
also regular
4. If L is a recursive language,then,is
¯
L
also recursive
Q.
If A is reducible to B and A is not Recursively Enumerable then B is ______.
Q.
For any two language
L
1
a
n
d
L
2
such that
L
1
is context free and
L
2
is recursively enumerable but not recursive, which of the following is/are necessarily true?
1.
¯
L
1
(complement of
L
1
) is recursive
2.
¯
L
2
(complement of
L
2
) is recursive
3.
¯
L
1
is context-free
4.
¯
L
1
∪
L
2
is recursively enumerable
Q.
Let
L
1
be a recursive language. Let
L
2
and
L
3
be language that are recursively enumerable but not recursive. Which of the following statements is not necessarily true?
Q.
The set of all recursively enumerable language is
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