Q. Complement of (a + b)* will be

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Q. a ^ nb ^ m where n >= 1, m >= 1, nm >= 3 is example of

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Q. Complement of a ^ nb ^ m where n >= 4 and m <= 3 is example of

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Q. a ^ nb ^ n where (n+m) is even .

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Q. Which of the following is type 3 language ?

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Q. (a ^ 5b ^ 5)* is example of ________

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Q. Homomorphism of a regular set is _______

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Q. A ___________ is a substitution such that h(a) contains a string for each a.

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Q. Reverse of (0+1)* will be

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Q. Reverse of a DFA can be formed by

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Q. If L1 is regular L2 is unknown but L1-L2 is regular ,then L2 must be

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Q. If L1 and L2 are regular sets then intersection of these two will be

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Q. Complement of regular sets are _________

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Q. Complement of a DFA can be obtained by

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Q. Regular sets are closed under union,concatenation and kleene closure.

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Q. The number of final states we need as per the given language?
Language L: {an| n is even or divisible by 3}

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Q. The e-NFA recognizable languages are not closed under :

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Q. The __________ of a set of states, P, of an NFA is defined as the set of states reachable from any state in P following e-transitions.

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Q. e-transitions are

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Q. The automaton which allows transformation to a new state without consuming any input symbols:

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