O Commutatine and non Commutaline group

Q: Construct NFA for 0*1*0*0 with three states.

A: Answer:

Q: 2. Let U= {x:x € Z ,0 < x < 10} , A= { x: x € N ,x² – 5x = -6}, B ={ a , b} %3D and C={c, d, e }:…

A: That's easy. Have a good day!!! ID :- 20S19928

Q: 11) Σ) Π+2 n+5

A:

Q: 3 lim In cosy COS

A: Let,f(x)=limy→0y3lncosyput y=0,Therefore,=03lncos0=00 form,Therefore,using L-hospital…

Q: (1 2 3 4 5 6 7 8 9 0 85 6 7 4 9 2 1 D The form o as a product of disjoint Cyclic is (18579)(28)(46)

A: False. But if there is a misprint in the question and first cycle in the given product is (13579) at…

Q: Proposition: The signature of any r-cycle in S, is equal to (-1)-. Proof: 1. Note that a typical…

A: Fill in the blanks in the proof and give answer to the related questions :-

Q: 10. [1/8 Points] Let o= DETAILS Let S denote the set of all algebraic permutations of n objects. (a)…

A:

Q: white and 3 blue ball wn successively with re wn in the order red, wn in the order white alls are…

A: given:

Q: Please go though every step and do not use a texblook solution. Why is the gcd(n-1,n)=1? why is n-1…

A: Why is the gcd(n-1,n)=1? U(n) be the group of units in Zn gcd (n -1 , n ) = 1  Because there is no…

Q: (1 2 3 4 5 5 1 3 6 2 2. Let o = E S6. 1. Wi des 2. 3. 4. What is the size of the conjugacy class of…

A:

Q: Prove that cent CG ) is cyclc group G is comtmu tative

A:

Q: Compute the following. (1345) (234)

A: Given:      (1345)(234)

Q: Prove that 26 Σ j=0 26 (20) (-1)³ = 0. Using Part (a) (or otherwise), show that the number of…

A: We have to prove different quantities.

Q: Find (s+2)e -AS 2 s² +2s+4 4{}

A: Properties of inverse Laplace transfomation…

Q: QUESTION 5 LetG={n+mi : m,n €Z,i?= -1}.ShowthatGisasubgroupofC underaddition.

A:

Q: Please help me with this question. I am having trouble understanding what to do. Please show all…

A: The objective of the question is to prove that the sum of the kth powers of the first n natural…

Q: 1.) Show that (A*)* = A and (AB)* = B* A*

A: In the given problem we have to show that the two matrix results (A*) *=A  And (AB) *=B*A* where *…

Q: a) e +1 -6 -5 -4 -3 -2 -i 3 శ్రీ

A: Since you have asked multiple question, we will solve the first question for you. If youwant any…

Q: Boolean Algebra X. (X' + Y ) is equal to: O X.Y O X+Y O X.X'+X.Y O X.X'

A:

Q: 3. Detemine L i2 l(s+2)*S

A: We have to find the inverse Laplace transformation.

Q: 50 Evaluate Σ j=1 1 j+1

A: Series and it's value

Q: Question 11 R= [(a1, b1), (a1, b2)} s={(b1, c1 ), (b2, c1), (b1, c3 ), (b2, c2)] What is ROS? O (al,…

A:

Q: Calculate. 35 C12 n! Note: C, : r!(n-r)! Enter All Rights Reserved.

A: Explained below...

Q: o Im [P.P.(-1)* ]

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

Q: Prove that a homo. I of a group up into a group wy" & an isomor phism iff Kex t = Ses

A: Given data : G and G' be two groups and f be a homomorphism of a group G into a group G' such that…

Q: Estimate 2r + 1d.r with 5 sub-intervals by using left endpoints as sample point

A: SOLUTION :- Riemann sum using left endpoints of subinterval∫abfxdx ≈Δ xfx0+fx1+...+fxn-1, where Δ x…

Q: a• (: ; : : ) Then and We say the cycle notation for a is (12)(3 5 4) EXERCISE (worhing with Cycle…

A: We have to multipling permutations without using ordinary function.

Q: how to get the wronskian?

A: According to question, y1 = x lnxy2 = x2 lnx are two solution of second order linear differential…

Q: 1. Explain what an elliptic curve is, show some pictures. If necessary, shift the values a and b. 2.…

A: An elliptic curve is a type of mathematical curve defined by a specific type of equation. In general…

Q: メ人 xp- Vtan (e) sec?(e) de Evewale Jhe Jollowing! op (e)as (a)

A:

Q: (1 2 3 4 5 6 7 \3 4 5 2 7 5 6 E Sz is a product of -------- 2-cycles. a = O 2 Оз 4 O 5

A: .

Q: Show that E-o (-1)*(")=0, and then verify that () + C) + C)+ - = (") +C) + () +-- -G) + G) + G)-…

A: We can show given identity by definition of Binomial theorem:

Q: If y In(In e) Find y

A:

Q: Q/ The center of agrouP G is denoted by xCG) one of the following Statements is false: O Z(Sn)={e}…

A: Let G be group and the center of G is denoted by Z(G) and is given by ZG=x∈G:ax=xa,∀a∈G that is…

Q: Back Question 20 Not yet answered Marked out of 1.00 Flag question Mark the theorems of Boolean…

A: The other options listed are not standard theorems of Boolean algebra. Here's a brief description of…

Q: Add the group of numbers below. Make sure your answer is fully reduced. 1 73790/ 2 2 After you enter…

A:

Q: 3. Prove that n p(n) (P)o "lp

A: The function of phi is a product of a and b will be equal to the product of phi of a and phi of b.…

Q: (c) Only the plant at site 1 is completed by the contract date. O A, NA, NA, O A, UA, U A, OA, U (A,…

A:

Q: From the picture can you prove that is the λσ is one to one and onto? plz with details

A: We have n≥2, and that σ∈Sn is a fixed transposition. Also, we know that the set An of even…

Q: 7. If x = [0.1 0.3 -2 5] and y = [O.25 0.4 10] then multiplication operation is * x/y x*y. x.*y x*y

A: Multiplication operation is given by x*y.

Sequence and Series

A sequence is defined as a collection of things. Series is defined to sum the things one by one in the sequence.  It was invented by German mathematician Carl Friedrich Gauss.