Which of the following statement is false?...

MCQ

Which of the following statement is false?

Context free language is the subset of context sensitive language

Regular language is the subset of context sensitive language

Recursively ennumerable language is the super set of regular language

Context sensitive language is a subset of context free language

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The context free grammar S ? A111|S1, A ? A0 | 00 is equivalent to _________

{0ⁿ1^m | n=2, m=3}

{0ⁿ1^m | n=1, m=5}

{0ⁿ1^m | n should be greater than two and m should be greater than four}

None of the mentioned

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The number of elements present in the ?-closure(A) in the given diagram.

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Consider the following grammars G1 and G2 respectively. Grammar - G1:

A1 ? A2A3
A2 ? A3A1 | b
A3 ? A1A1 | a

Grammar - G2:

S ? AA | 0
A ? SS | 1

Consider the following statements regarding above grammars: (I): This grammar is not left recursive and equivalent to grammar - G1:

A1 ? A2A3
A2 ?  A3A1 | b
A3 ? a | bA3A1 | aK | bA3A1K 
k ? A1A3A1 | A1A3A1K

(II): This grammar is not left recursive and equivalent to grammar - G2:

S ? A A | 0
A ? 0S | 1 | 0SK | 1K
K ? AS | ASK

Only statement (I) is correct

Only statement (II) is correct

Both statements (I) and (II) are correct

Neither statement (I) not (II) is correct

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Which of the following statement is false ?

In derivation tree, the label of each leaf node is terminal

In derivation tree, the label of all nodes except leaf nodes is a variables

In derivation tree, if the root of a sub tree is X then it is called --tree

None of the mentioned

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Push down automata accepts which language

Context sensitive language

Context free language

Recursive language

None of these

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