the set A = {=: (ne Q)^(n > 0)}; 3(0 )v(d au):-

Q: mly collect the dat

A: Null hypothesis(H0): Reasons are not significantly relegated to the type of worker   Alternative…

Q: Use the Error Bound to find a valve of N for which Error CSN)<1 x 10-9. is 1.5 3x

A: Error bound for Simpson's rule is defined as follows.  For a function fx, if  f4x≤M, then…

Q: A population consists of 4 units with values 156, 149, 164 and 155 respectively. Draw all possible…

A: Given that Population size N = 4 Sample size n = 2 Then possible samples WOR are NCn = 4C2 = 6

Q: Consider the reglon bounded by the graphs of y- and y- VE

A:

Q: 8. Integrate the function tabulated in the following table using the Trapezoid Rule. Ax) Rx) 1.6…

A: The trapezoidal rule approximates the integral using trapezoids:…

Q: Find the Sclutian to the an=2anal t3an-2 with terms lecurrence relation initial and

A:

Q: Given that f(x) contains the discrete points of {(0, 3), (1, 4), (2, 0), (3, 1), (4, 2)}, the value…

A: It is given that, function f(x) contains the discrete points of 0,3,1,4,2,0,3,1,4,2. We have to find…

Q: A 1-i

A:

Q: Why are the requirements np ≥ 10 and nq ≥ 10 include in the central limit theorem for proportions?…

A: Determine why the requirements np≥10 and nq≥10 include in the central limit theorem for proportions.…

Q: List the critical numbers of the following function separating the values by commas. f(x) = 5x² + 3x

A: We can find the critical numbers as below.

Q: EX: Show that the telation ? >' is PartiaL oldering set of Por R-

A:

Q: Solve the following boundary value problem using Green function.

A: Given: Let the boundary value using Green function is, d2ydx2+γdydx+k2y=Asin ax  for 0≤x≤L

Q: : Jhat is he nodies onuegence

A:

Q: Find the meteix A of the Lineak teansfoRmati on foom IRto IR . 2. given by x2

A:

Q: gion enclosed by y

A:

Q: When using Simpson's rule we must having two distinct point Select one: True False

A: The formula for Simpsons 1/3rd rule is ∫ydx = h3f(x0) + f(xn) + 2(f(x2) + f(x4)+..f(xn-2)) +…

Q: Show that :(i) Fishers IN. lies between Laspeyre's and Pagsche's Inder numbers.

A:

Q: find rank(AT) and nullity(A)

A: Rank of A = rank of A^T use this relation

Q: 2), Compute SE. di where Fュく-,) C is s shown

A: The general form of a vector valued function in three dimensions is given by F→=F1,F2, where F1 and…

Q: 6. Use a substitution to find S (x* + 1)" z³dx.

A: Here we use substitution we find∫x4+111x3dxHere we substitute x4+1=du…

Q: Notice that h is definec this.)

A:

Q: use Parsevol's theoverm to find u if fit)-Ae'

A:

Q: B) Show that coth-x = In ()

A:

Q: Use the Trapezoid Rule withn 5 to approximate e dr. 074035 2.9614 O37.0175 O 1.4807

A: The trapezoidal states that

Q: limf, is measurable 00 ylan ihi

A: GIVEN a statement

Q: Let ƒ (x)

A: Consider the function fx=1x+1xx−1 Simplify it fx=1x+1xx−1=x−1+1xx−1=xxx−1=1x−1 Hence, fx=1x−1

Q: Theorem 3. Every solution of Eq.(1) is bounded if a + < 1.

A: As per the information, we will first find a recurrence relationship of the sequence, then find its…

Q: Find ſ using residues.

A:

Q: Find the deriratire of y tanx usim the Difinition Rule

A: Given that:y=tanxTo find its derivative.

Q: - Suppose itat ". *, are foot chebjshev poy nomial T,So detdmin irtelpola ting rol, nomal -f Tthe…

A: We are given that x0, x1, x2 are roots of Chebyshev polynomial T3. We know that T3(x)=4x3-3x. And…

Q: In R4, let S = span{(1, 1, 1, 1)T ,(1, 2, 1, 3)T }. Find S⊥.

A:

Q: Find the clamped cubic spline that interpolates (0,0),(1,1),(2,2) and satisfies the condition: s’(0)…

A: We have to find clamped cubic spline that interpolates (0,0),(1,1),(2,2) and satisfies the…

Q: Consider ỹ,,y2, ÿ,ER³ and that y,+y,+y;=0. For Î=span{ ỹ,,y} and Y=span{ỹ2, y, show that Î=Ỹ.

A: Given  that  y→1, y→2, y→3∈ℝ5 and that                   y→1+ y→2+ y→3=0→. and           Y^=spany→1,…

Q: Find the Runet'ion FCA] such that =t+ cost and such that

A: Let y"(t)=d2ydt2=t+cos t and y(0) = 1 and y'(0) = 2 Integrating on both sides, ∫y"(t)dt=∫t+cos t dt…

Q: I, Let dlP) S-a). End fIt) Sta

A:

Q: 9 Find the lies which degion bounded and area in in first eyuadrant 12-axis by Jine V= n=770 Give…

A:

Q: Let X1,..., Xn be Show that Y = min(X1,. %3D Show that

A: From the given information, X1, X2,.....,Xn are independent, Xi~expλi The density function for Xi…

Q: Prove the following: %3D

A:

Q: Why is it called the sandwich theorem?

A: If we have three sequences fn,gn, and hn and limn→∞fn=L=limn→∞hn then limn→∞gn=L.

Q: If f(x 1.,„,) = g(ê,e) h(x,...,, then ê is Select one: a. efficient b. consistent C. unbiased d.…

A:

Q: s convex.

A:

Q: Bla) 31 compute measurable

A:

Q: what is a phythagoras theorem?

A: Pythagorean Theorem has a right angle triangle.

Q: Use the Mean Value Theorem to establish the fact that, for x > 0, eª > 1+ x. (DO NOT use any other…

A:

Q: If θ̂ is a point estimator of θ, prove that MSE(θ̂) = V(θ̂) + (B(θ̂))2

A: We have given that θ̂ is a point estimator of θ. We know that  MSE(θ̂) = E((θ̂ - θ)2 )

Q: (4) Are all entire functions bounded on D?

A:

Q: 4. Find the number of surjections from {1, 2, ..., m} to {1, 2, .. ., n} such that no element in the…

A: We have to find the number of Surjection from one set to another set.