In NFA on receiving a input, a state can transit to how many number of subsets of states Q.Select one:a. Q(Q+1)/2b. Q^2c. Qd. 2^Q

How many minimum number of states will be there in a DFA over alpabet a and b which accept all the inputs containing at least 2 a's and at most 2 b?Select one:a. sixb. fifiteenc. eightd. twelve

For an NFA with k states, there is a DFA with at most __ states.1 pointk^2k^3k2^k

What is the minimum number of states required to represent the language {0^n1^n | n ≥ 1} using a DFA?a.1b.2c.Infinited.3

The maximum number of transition which can be performed over a state in a DFA where alphabet set is {a,b,c}a.3b.4c.2d.1

19. Consider the following modification of Definition 2.6. An nfa with multipleinitial states is defined by the quintupleM = (Q, Σ, δ, Q0, F ) ,58 Chapter 2 Finite Automatawhere Q0 ⊆ Q is a set of possible initial states. The language accepted bysuch an automaton is defined asL (M ) = {w : δ∗ (q0, w) contains qf , for any q0 ∈ Q0, qf ∈ F } .Show that for every nfa with multiple initial states there exists an nfa with asingle initial state that accepts the same language.20. Suppose that in Exercise 19 we made the restriction Q0 ∩ F = . Would thisaffect the conclusion?