Construct FA from the given RG. -1:7 A JaAl bele B »bB| E

Q: the Regular language pumping lemma to

A: Proved the given language is not regular language using pumping lemma

Q: for cach of the following func hons fin), show a function gn) such that Olguni) aud providk a pr of…

A: Answer is given below.

Q: Construct DFA over L=la36way WE र्.थि

A: L = { a 3 b w a 3 / w € {a,b}*}

Q: Prove that ((P Ꚛ Q) →¬R) ↔¬P is a tautology, a contradiction or contingency.

A: Prove that ((P Ꚛ Q) →¬R) ↔¬P is a tautology, a contradiction or contingency.

Q: Let E = {a, b}. Prove the equivalence: b+ e*bab((ab)*)* = b(ab)*.

A: If both regular expressions are able to produce the same set of strings then we can say that they…

Q: Simplify the following expression first by using a map and then by using Boolcan algebra. Uise the…

A:

Q: 1. Using pumping lemma prove that the following language L is non-regular. L = {an²in>0}

A: Answer the above question are as follows

Q: Prove that L = {ww (a, b)*} is not context-free. Please show the work. WE

A: Given language L is {ww | w ε (a, b)+} A language is said to be context free language if that…

Q: d) Given an NFAS MA, MB Wwhich decide LA, LB respectively, describe how to generate an NFA which…

A: Dear Student, In the question it is asked how can we generate an NFA which is union of two NFAs MA…

Q: Show that if a, b, c, and mare integers such that m≥2, c > 0, and a≡b (mod m), then ac ≡bc (mod mc).

A: According to the question, we have to prove that ac ≡ bc (mod mc). And we have given that a, b, c,…

Q: c. If L is decidable then L is also decidable.

A: Decidable languages are closed under concatenation and union.

Q: Define L={ :L(A) is the union of L(B) and L(C)}, where A, B, and C are DFAs. Prove that L is…

A:

Q: 3). ite a and b's over, $ = {a,b} R.E for the longuage accepting any no.&a's

A: Given Data is to regular expression

Q: Given a CFG G over {a, b}, G: S -> SAB | a | B |  A -> a | ABa B-> b | ab (b)  baba

A: please check the step 2 for solution

Q: Let E = {a,b}. Prove the equivalence: b + e*bab((ab)*)* = b(ab)*.

A: Answer

Q: by xFy if and only if x – y is an integer. Prove that F is an equivalence relation on R. |

A: Assume, on the set of integers Z, a relation F is defined as; xFy iff (x-y) is an even number.   For…

Q: A natural number is composite if and only if it is not prime. Give a non-deterministic TM over the…

A: Answer: I have given answer in the handwritten format.

Q: Let L be the language {zz: z belongs to ) Use the Pumping Lemma to show that L is not regular, where…

A: Below is the answer to above question. I hope this will helpful for you...

Q: Let r= (b* a*ba)+ a) find an nfa to acce

A: Step 1: Regular Expression r = (b* a* ba) + (ab + ba)* b

Q: (c) Let L be the language of all equations anX" + a1Xd-1+...+ ad-1X +ad = 0, with unknown X and…

A: Answer: I have given answered in the handwritten format in brief explanation.

Q: Let L be the language L=(anbmc2n|(n+2n)>m} over the alphabet Σ=(a,b,c}. Prove that L is not regular…

A:

Q: *ind the Cyclomatic Complexity of the following code segment and show 4 different basic paths (if…

A: 1. 2. 3. 4. 5. 6. 7.  else 8. mean=-999. 9. i+=1 10. return mean.…

Q: Let G = ({S, C}. (a, b), P, S), where P consists of SaCa, CaCab. Find L(G).

A: solution for L(G):

Q: Exercise 1: Z1 ', and express it in a + bi Z2 Given that Z1 = 1 – 2i, z2 =-3+4i. Find form.

A: Given details are:- z1 = 1-2i z2 = -3+4i   To find:- z1 / z2

Q: Let A = {4, 3, 1, 4, 12, 3} and let B = {5, 2 · 6, 2, 4 - 3, 4}. %3D a) |AUB| = b) |AnB| = c) |A –…

A: A-B is the set of all elements that are in A but NOT in B, and B-A is the set of all elements that…

Q: Only in c++. With correct detail answer will upvoted else downvote.   There are one feline, k…

A: Here have to determine about c++ code for save mice.

Q: FEE*, define o =T if for all w E E*, ow EL(M) if anc M). Show that = is an equivalence relation on…

A: The given relation equivalent or not

Q: Q.4: let E= {a, b} and the language L = {b a"b a" |nE{1,2,3,... }}. Check whether the language is…

A: The Answer is in Below Steps

Q: Let Fn represent the Fibonacci sequence Fo =0, Fi=F,, and V nzz defined by Fr- F,tEz n-2 z 2U A…

A: The proof is below:

Q: Prove by set identities the following equivalence AnB= A – (A – B)

A: Take the Right Hand Side, A - ( A- B ) = A - (A - B)                   = A ∩ ( A ∩ B)…

Q: Given that U = IR¯,A = (-3, – 1] and B = [-4, –2), find each of the following: а) AnB b) AUB c) B\A…

A: a) let the given Sets

Q: Newton is a brilliant mathematician and solving triangles problems fascinates him. Today he is given…

A: As per the given problem statement we have to develop a python code to determine the vertices of the…

Q: Prove that L= {uw e {a,b, c, d}* | #of) = #6(w) = #c(w) = #a(w)} is not context-free. (Hint: No need…

A:

Q: 1. Use Karnaugh Maps to simplify the following Boolean Expressions c) F=ABC+ABC+ABC+ABC+ABC+ABC d)…

A: Solving the given expression using K-map.

Q: er a Bo - of mir a funct

A:

Q: Let A ={1, 2, 3, ... , 10}, B = {2, 3, 6, 8}, and C = {3, 5, 4, 8, 2} Write the Venn diagram…

A:

Q: Construct RG from the given FA. 6.

A: It can be done using step elimination method in which we eliminate the states and replace them by RE…

Q: c) Prove for the following sequence g that g, < 2" by either strong or structural induction. 9o 0 92…

A: To prove that gn &lt;= 2n, and we will do so by strong induction as follows: Base Case The base…

Q: 9. Show that (p V q) ^ (¬p V r) → (q V r) is a tautology.

A:

Q: proof, Lemma double_modus_ponens : forall P Q R S : Prop, (P->Q) -> (R->S) -> (P /\ R) -> (Q /\ S).…

A: (P-&gt;Q) -&gt; (R-&gt;S) -&gt; (P /\ R) -&gt; (Q /\ S) P-&gt;Q=¬P∨Q R-&gt;S= ¬R∨S (P /\ R) =…

Q: 4. Let E = {a, b}. Prove the equivalence: b+ e*bab((ab)*)* = b(ab)*.

A: Regular Expression: A regular expression is exists for all the regular languages. A regular…

Q: Construct RE from given DFA

A: Given Data:- Construct RE from given DFA

Q: 5. Let f:X→Y and g:Y→Z be one-to-one correspondences. (a) Prove that g◦fmust be a one-to-one…

A:

Q: ample, a > b contains such an operator that compares th

A: Solution - In the given question, we have to fill the correct answer.

Q: (6) Prove that the language below is not regular using pumping lemma. {we {0, 1}" : mumber of Os in…

A: The language is not regular language using pumping lemma

Q: * f:R-> R such that f(x) = 4x – 7 | one to one not one to one onto not onto

A: Here, function f : R-&gt;R defined by f(x) =4x-7,    Consider ,        f(x)=F(y)4x-7=4y-74x=4yx=y…

Q: Let A = {(N1, N2) | N1 and N2 are NFAS and L(N1)N L(N2) = Ø}. Show that A is %3D decidable.

A: Given that, A={ &lt;N1, N2&gt; | N1 and N2 are NFAs and L(N1)∩L(N2)=∅} That means N1 and N2 are…

Q: xcos(x) B/Construct the function y(x)= sin for values of x from one to three in steps of 0.02? %3D…

A: B. Code: %Bx=1:0.02:3y=sin((x.*cos(x))./(x.^2+3*x+1)) Output:

Q: c) i by xFy if and only if x – y is an integer. Prove that F is an equivalence relation on R. Assume…

A: Answer  :

Q: Show using induction that for every x € {a, b}* such that x begins with a and ends with b, x…

A: As per our guidelines we are supposed to answer  only one question. Kindly repost other questions as…

Bare bones programming language

Bare bones programming language is a low-level programming language that gives a detailed stepwise description of a program. It has a tight program design and in-depth understanding of the toolchain. It is based on the target environment and is used for safe coding practices. C programming language is a type of bare bones programming language.