subaroup s and (12)(34), (13)(24), (14)(2 Consider S4 and its 55 (123),(123213. For a= (1234)€ Sy and (k,H) find (Hak) double cosets.

Q: Select one: 2s2 - 2s 6 S-3 O None of these 252 2s + 6 3 3s2 - 3s + 6 2 3s2 3s 6 S-2 Which of the…

A: Topic:- function  Note :- as per our guideline if more than one question uploaded than only first…

Q: 3n + 4 A) B) none of these 4 10n 3n +4 lim 4 10n #0 has NO HOPE of convergence since n00

A:

Q: 4.) Find the value(s) of k such that A is singular. 1 k 2 A = -2 -k 3 1 -4

A: The given matrix is                               A=  1  k    2-2  0 -k   3  1 -4 We have to find…

Q: 2en cos 2t s+ 2 Option 2 None of the choices 2s s2 -2 s2 -2 O Option 5 Option 3 2s s2 +4

A: Given :2eln cos2t

Q: A and B each have certain number of oranges. A says to B if you give me 10 of your oranges i will…

A:

Q: benefit, issued to (x). Let Zz denote the present value of a whole of life Exercise 4.28 Let Zj…

A: Given that Z1 and Z2 denotes the present value of n-year term insurance benefit and a whole of life…

Q: x2+1 =0 Has soluion in R

A: Solution:

Q: 0.02x10.05x2 = -0.19 0.03x₁ +0.04x2 = 0.52 ○ X₁ = 5, X2 = 8. O x₁ = 7, 2₂ = 8 O x₁ = 8, 2 = 7 O x1 =…

A:

Q: bility 0.2. Supposing that there are only sunny or rainy days, in the long run on what fraction of…

A: here given ,  On a Southern Pacific island, a sunny day is followed by another sunny day with…

Q: 4. a) Compute P (P (0)) and P({{0.(0}}, {0}}). Show all steps of your cal- culation. b) Calculate…

A: Power Set : Let A be a set, then the power set of A denoted by ℘(A) and is given by set of all the…

Q: The Wronskian 1. Show that the functions ex, cos x and sin x are linearly independent.

A: As per guidelines, We’ll answer the first question since the exact one wasn’t specified. Please…

Q: X(z) = z(z+2) (z-1)(z-3) x(n) = u(n) — 223¹u(- -n-1) x(n) == Option 3 3 5 )=-u(n) + 3"u(n) Option 4…

A:

Q: 5- Find L-1 5² (s²+4)² by using Convolution theorem.

A:

Q: max  z =  x1 + 3x2 s.t.      x1 + 2x2 ≥ 6          2x1 +  x2 ≤ 8           x1, x2 ≥ 0 For the LP…

A: A LPP is written in standard form as  max (or min) z = c1x1 + c2x2 + · · ·+ cnxn subject to a11x1 +…

Q: 1 Let Sn + 1 iii) 1 +...+ n+1 n+v2n+v3 n+vn Find the lim sn by comparing the relationship among S,,…

A: Given: Sn=1n+1+1n+2+1n+3+....+1n+n To determine: limn→∞ Sn  by comparing the relationship among Sn,…

Q: 10 3. Prove that the L{10e2} = s-2

A:

Q: ß + #Bedroom + yHouse Size + ALot S -ef 18ר SE Coef T 14177 2.66 06 6994 0.33 0. .3 52.98 0. - 36…

A: *Answer:  d) Here the test hypothesis are    The test statistic is          Now, the P-value…

Q: production line there rejects CIn obsenved produced. produced probu bility o7 reject CLuerage of in…

A: Given, in a production line, there on average of 5.2 rejects observed in every 200 units produced.…

Q: 2 + J 3 5- j3 Simplity usingg exponeutical

A:

Q: Posses ho solurion forr fcs)=S but That Posseses infinitly many solutions whcn f(s) =l

A:

Q: 3)suppose fle) isadifferentialile funehou on the intervall E-7,1J Such that l-7) =4 and f6)=1.…

A:

Q: 2n²+3n 2 3) Prove (with an e - N proof): lim n-0o 3n2+8n+2 3

A:

Q: 4) We know that () and a!=1.2...a. Prove that Yn75, )< 2n-2. G0od Luck!

A: Given, ab=a!(a-b)!b! and a!=1.2....a

Q: Outcome/s: Max Z = -X1 + X2 + 2X3 ST: X1 +2X2 - X3 s 20 -2X, + 4X2 + 2X, s 60 2X1 +3X2+ X3 s 50 X1.…

A:

Q: Q-2: For what values of a, m and b does the function: 3, f(x) = -x² + 3x + a, 0<x <1. (mx + b, 1<x<…

A:

Q: loom series ofa funchim fea) at x-c ne fim Fex) at x=

A: Here we have to define the Taylor series of a function f(x) at x=c

Q: 1 2 1 25 1 1 3 7 2 2 L4 9 3 - 01 Given A = Find the nullity.

A: Given the matrix A=121025113722493−1

Q: Example Suppose that Y Poisson(X) and consider testing Ho: A = A ild against H₁ A Av. solve it now

A: Given: Y~Poiλ

Q: Please see picture

A: It is given that the Poisson process has the intensity of a arrivals/occurrences per hour.Consider…

Q: Find Pr (|w| < 0.2)  where W ~ N (-1,4)

A:

Q: e comergence y divergence harmonie Sesies Discuss the the of n=1

A:

Q: the series %3D an V52n+1 n=1 n=1 is divergent since lim an= %3D n- +o 16 This option O This option…

A: 5^lim(2n+1)/(n)=5^2=25.

Q: 00 n + 1 is divergent. If we multiply any constant (labeled as h)to the n + 1 such that n + 2 n=1 n…

A:

Q: Find L {(2 t" - 3) (t +2)} O 2(2n)! n! -- $2n+1 sn+1 O 2(2n)! s2n+1 n! sn+1 O 2(n²!) n²+1 n! sn+1 O…

A: To find:- L{(2tn-3) (tn+2) }

Q: Eo )a*y%* = (x -- y)" Use the Binomial Theorem to select the correct value for .

A: To find the value of ∑k=0n-2knk  rewrite the expression as ∑k=0n-2k1n-knk=∑k=0nnk-2k1n-k

Q: he sales of Universal Systems in the 1st t years are given by:S(t) = tv0.2t + 4 where S(t) is in…

A: Given query is to find the average sales for 1 to 10 years .

Q: -> (6) 금 AxB) at t-1 at t=1 (1) A X 4P

A:

Q: • A random walk on Z has p > q, so the drift is to the right. For k 0: W,(k) = 100}. Tk = Calculate…

A:

Q: *show tht the fanetion fW=$- satify The by PotheseI of Rolshe oren- on [0,4]

A: For the solution follow the next step.

Q: дz дz ду ах of z = x3 + 5x2 y + 6 Find 5. Givenz = " у -4x 6. Find oi, of z = In(xy) 7.Find Әхду "

A:

Q: flx) = x (x-2)+g Eメとス ;if x22 Show that there exists a S such +hat 1x-2166 implies fex)-8<A

A:

Q: az Find for z = e2z-y.

A: Given : z = e2x - y

Q: −x^2+x+6 has root(s) at x=

A: To find the roots of the given equation.

Q: determine the radius and convergence of E n=1 5xn/3n2

A:

Q: Graph the functions

A:

Q: Dztermine the louent peitve poot of f(x)- 7e* in X-1 O Uing the lecant methool C three iterations…

A:

Q: Suppose the interval [1,9] is divided into n subintervals of equal width, and Ck represents the left…

A:

Q: 2. Formulate the Three Sequences (Sandwich) Theorem. Calculate the limits of the sequences 5n +…

A: Sandwich Theorem: If {an},{bn} &amp; {cn} are three real-valued sequences satisfying an≤bn≤cn for…

Percentage

A percentage is a number indicated as a fraction of 100. It is a dimensionless number often expressed using the symbol %.

Algebraic Expressions

In mathematics, an algebraic expression consists of constant(s), variable(s), and mathematical operators. It is made up of terms.

Numbers

Numbers are some measures used for counting. They can be compared one with another to know its position in the number line and determine which one is greater or lesser than the other.

Subtraction

Before we begin to understand the subtraction of algebraic expressions, we need to list out a few things that form the basis of algebra.

Addition

Before we begin to understand the addition of algebraic expressions, we need to list out a few things that form the basis of algebra.