Find an nfa with four states for L= {a": n > 0}U{b"a: n > 1}.

Q: Operation in Assembly [A] (Quotient) <- A + B. [BJ (Rem

A: Below Operation in Assembly[A](Quatient)&lt;-A+B.

Q: {: {: a 0 0 (b): Let U = : a, b ER} and W c, d ER} be 0 0 с d two subspaces of M2 (R). Show that U e…

A:

Q: Given two strings X and Y, where X consists of the sequence of symbols X1, X2, Xm and Y consists of…

A: The objective of the question is to design a dynamic programming algorithm to find the optimal…

Q: What is the simplified version of the four-variable K-map for the following expression F(A, B, C, D)…

A: Answer is

Q: Express the function F(A, B, C)=A+B'C in a sum of minterms form. OF(A, B, C) = Σm (0,2,5,6,7) Ο…

A: Answer: option 4   m(1,4,5,6,7)

Q: For function f from {a, b, c, d} to {1, 2, 3, 4, 5}. f(a) = 4, f(b) = 5, f(c) = 1 and f(d) = 3, The…

A: - We have to get the domain of the set where function is called from {a, b, c, d} to {1, 2, 3, 4,…

Q: function which takes a barameter cnd Hetwm 1'. write a CH integer I as - int cube ( int x) i

A: THE CUBE OF INTEGER IS X*X*X #include &lt;iostream&gt;using namespace std;//cube funtion returns…

Q: how to use a histrogram to estimate the the size of selection of the form σA<=γ(r)?

A: how to use a histogram to estimate the the size of selection of the form σA&lt;=γ(r)?

Q: Recurrence relations: Master theorem for decreasing functions T(n) = {TG T(n −b) + f(n), if n = 0 if…

A: We need to find the recurrence relation using master theorem. I have given explanation in…

Q: Define a function  S: Z+ → Z+  as follows. For each positive integer n, S(n) =  the sum of the…

A: Given function: S: Z+ →Z+ For each positive integer n, S(n) = The sum of the positive divisor of n.

Q: Let E = {a, b} and L = {ww|w e E and w is of length k}. Show that for each k, no DFA can recognize…

A: We need to show that DFA can't be less than 2^k states for given scenario.

Q: For the sample space S = {c,d,e,f,g,k,l}, identify the complement of A = {d,f,k,}.

A: Set theory is a branch of mathematical logic that studies the properties and relationships of sets,…

Q: Implement the XOR function exclusively through a combination of AND, OR, and NOT perceptrons…

A: The XOR (exclusive or) function is a logical operation that returns true only when the number of…

Q: Let f,g:Z+⟶R, and f(n)=nlog2(n) forn∈Z+.  For which function g(n)below is f∉O(g)

A: The answer is given below step.

Q: ing lemma to check if the following languages are "regular" or "not regular". Show your complete…

A: Given: L = { w ε {0,1}* :w = 0*(10*)* }  Note: A language is regular if and only if it is recognized…

Q: 1. Using K-map, simplify the function in SOP f(a,b,c,d,e)= c'd'e + c'de' + b'cd' + b'cde + b’cde'.…

A: solution :given ,

Q: g. generate the even and odd components of x(n) [xe, xo,n] = evenodd (x,n) x, (1) = [x() + x(-n)] x,…

A: About signal:

Q: Prove that L3= {w€ {0,1}+ | w contains a substring 00 or ends with 01} is regular.

A: Given language contains string w that has substring 00 or ends with 01. If we can construct DFA for…

Q: = Simplify the equation in SOP form using K-maps: F (A, B, C, D) E (0, 6, 8, 13, 14); d (A, B, C,…

A: SOP is also known as sum of product.

Q: F(a,b,c,d) = acd + a'b + d'

A:

Q: (1) Let A= {1,2,3} and Let R={(1,1), (1,2), (2,3), (1,3), (3,1), (3,2)} Compute the transitive…

A: Transitive closure on a relation R is smallest binary relation on a set S that is transitive and…

Q: Consider the following for loops in R. For each for loop, list the values (in order) that the…

A: As per bartleby guidelines we need to solve only first 3 questions. For loop in R programming:A for…

Q: Let E= {0, &} and let A = {s | s = Y1&y2& • · &yr for k > 0, each y; E 0*, and y; # y; for i + j}.

A: Lets consider the string w=a2p,|w|=2p≥p. As per the siphoning lemma w can written in the structure…

Q: A 3-variable K-Map produces the following minterms: x'y'z, x'yz, xy'z, and xyz. What is resultant…

A: The correct option will be Option(b) z Explanation:- There are 3 variable k-map are used. we need to…

Q: Find the K-maps for the following functions. Eliminate the 0-hazards for F (A, B, C, D) and…

A: Karnaugh maps, often referred to as K-maps, are a valuable tool in digital logic design for…

Q: Given L = {we {a, b}": w:contains at least two 0,s and at .exactly two 1,s} The minimal number of…

A: Given: We are given a language(L) that accepts the strings which have at least 2 0's and exactly 2…

Q: Prove that C = { |M(w) goes into state q4 during its computation} is undecidable.

A: Introduction   Prove that C = { &lt; M,w &gt; |M(w) goes into state q4 during its computation} is…

Q: f(x)= 5/(2x+4) is continuous at * O R O [0,1/2] O Non

A: Given:   f(x)=5/(2x+4) is continuous at?

Q: Construct an NFA for the set of all strings w *epsilon* {a,b}*; such that (1) w contains both aa and…

A: Designed the NFA for the given language

Q: For each of these functions, determine its domain, codomain, and range.    f: Z → R, f(n) = 7

A: Domain is.  Z Codomain is R Range is 7

Q: Find a regular expression for the set {a"b™: n > 3,m is even}.

A: Regular expression  The languages are accepted by the finite automata and can be comfortably…

Q: The DFA M = ({90,95}, Σ, 6, 90, 91, 95}) with = {0, 1} is given by this table for the transition…

A: See below step for proper explanation.

Q: 1. Using the Pumping Theorem, show that the language {a²´ | n > 0} is not regular.

A: Given, The answer is given below