Find the number of subsets for the set. M= {x | x is an integer between 2 and 8} ... Set M has subsets.

Q: 2. Find the maximum and minimum of the function f(x,y) subject to the x² +2y² constraint x* +2x²y² +...

A: This is a problem of multi variable calculus.

Q: Which of the following is the general solution to the differential equation y°dx = (xy – x²)dy ? х I...

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Q: Let G = A4 and H = ((1 2 3)). a) Find the left cosets of H in G. b) Find the right cosets of H in G....

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Q: Use A= {5, 6, 7, 8, 9} and B= {1, 7, 8, 9} to find the set AN B. ANB= (Use a comma to separate answe...

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Q: Convert the system to a single second-order homogenous equation and use the methods from the previou...

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Q: How much would it cost him for 336 Lunches using the Healthy Campers Rat

A: Using the Healthy Camper's rate  18 boxed lunches cost $108 Therefore 1 boxed lunch cost 10818=6

Q: If f(2) = sinh(=-z) then find f'(z) is: A) f'(2) = te* - e) B) f'(2) = -le" + e-"] c) f'(2) =[e* + e...

A: Given function is fz=sinh−z. We have to find the f'z. We know that sinhz=ez−e−z2 Hence,  fz=sinh−z=e...

Q: Show that x2 + 3 and x2 + x + 1 over Q have same splitting field.

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Q: 0. Suppose that x is the yield to maturity with continuous compounding on a zero-coupon bond that pa...

A: dB =[ (?B/?x) a(x0-x) + ?B/?t + ( 1/2) (?2B/?x2) s2x2] dt + (?B/?x)sxdz Since: B= e -x(T-t) The requ...

Q: Prove that for every natural number v ≥ 4 there exists a planar graph with v vertices which has all ...

A: Let v∈ℕ such that v≥4. Therefore there exists a natural number k such that v=4k+r, where 0≤r<4. T...

Q: Suppose that a set E has a finite infimum and that ɛ > 0 is any positive real number. Then there is ...

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Q: A small country with a population of 6,000,000 consists of four states, A, B, C, and D. There are 15...

A: (a) We need to find the modified quota using the standard divisor of 40,700. Calculations are shown ...

Q: Let G = A4 and H = ((1 2 3)). a) Find the left cosets of H in G. b) Find the right cosets of H in G....

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Q: Find the Wronskian of two solutions of the differential equation t²y" – t(t – 2)y' + (t – 5)y = 0 wi...

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Q: min 4x1 + 5хз subject to 2x1 + x2 – 5x3 -3x1 = 1 + 4x3 + x4 = : 2 X; > 0, i = 1, 2, 3, 4. %3D

A: To write down the dual problem and find an optimal solution of the following problem.

Q: Determine whether the series is convergent divergent.Write the or exact test that you Use. Cos Cn)

A: The given question is related with convergence of series. Given the series ,                        ...

Q: Use A= {5, 6, 7, 8, 9} and B= {1, 7, 8, 9} to find the set AN B. ... ANB= } (Use a comma to separate...

A: Given A = {5, 6, 7, 8, 9} B = {1, 7, 8, 9}

Q: 2 Obtain (a) the half-range cosine series and (b) the half-range sine series for the function 0. 0( ...

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Q: determine the inverse laplace transform of the function 1. 3/s+2 2. s+4/s^2+4

A: 1. Given,          3s+2

Q: Consider the data of the runs scored by a cricket batsman as a function of the number of balls faced...

A: Lagrange's interpolation polynomial for 3-points can be defined as: f(x)=(x-x1)(x-x2)(x0-x1)(x0-x2)×...

Q: A student picks a random letter from the word "dog" and a random letter from the word "barks." 1. Ho...

A: Since we only answer up to 3 sub-parts, we’ll answer the first 3. Please resubmit the question and s...

Q: For the demand function q= D(p)%3D V385- p, find the following. a) The elasticity b) The elasticity ...

A: Given : D(p)=385-p .

Q: Select the best answer to each question. In your solution sheet, write the letter of the correct ans...

A: Answer: The given differential equation is                                          y4-4y3+4y2=3e2x+...

Q: What is the general solution to the differential equation 2ydx = (x² – 1)(dx – dy) ? 2y(x – 1) – x² ...

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Q: If f(z) = ev8=rl then the simplify form of f(z) is: A) f(z) = ie-2vz B) f(z) = -i e?v2 C) f(z) = e?v...

A: Given function is fz=e8−πi. We have to find the simplify form of fz. We know that eix=cosx+isinx Now...

Q: For the differential equation y'' + 8y' + 32y = 32x – 144x - 230 – 182e – 410xe Find the solution of...

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Q: Consider the two period consumption savings problem faced by an individual whose utility is defined ...

A: The method of Lagrange multipliers is a simple and elegant method of finding the local minima or loc...

Q: B: Find the area of the shaded region show y y =1+x X=-1- y=-1 Fig(1)

A: According to the given below figure:  area of the shaded region is  ∫y=-11∫x=-1y2dxdy+∫y=12∫x=-1y-1...

Q: A third-order homogeneous linear equation and three linearly independent solutions are given below. ...

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Q: Find the center of mass of the region bounded by y = 2x, y = ¿x, x = 2.

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Q: D Let fi IR"- IRM am isemorphinm and v an eigenvecton of kerresponding to the eigenvalue d. Then: a ...

A: If a function f:V-->V is an isomorphism means f is a linear transformation and f is bijective so ...

Q: This produces a sequence of numbers ro, r1,... , rn-1, "n where r, = 0 and gcd(ro, r1) = rn-1. Suppo...

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Q: Мах 12х, + 18х, + 10х; s.t. 2х, + Зх, + 4х; 0 х, - 1.5х; > 0 X1, X2, X3 > 0

A: Solving using Simplex method. Converting the problem into standard form by introducing slack, surplu...

Q: 2 9 ху ' + 2ху + | —7іx 2 " %3D 64

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Q: Find the QR-factorization of the matrix 1 0 2 2 1 1 A = 1 1 -2 -1 -1

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Q: Solve the following linear programming problem: maximize 3x + 5y subject to the constraints -5у 0, ...

A: Let us take the function as z, then we need to maximize z = 3x+5y

Q: Problem 1: Determine the solution of the given system of linear equation: X2 + 2r, + 2x,+ 6x, = 3x, ...

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Q: Consider the linear transformation T: R4 → R4, given by T(x,y,z,w) = (2x+z,−y+z,−5z,3w), with its ma...

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Q: Find the derivative of each function using the definition of derivatives. Use the formula of defini...

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Q: Find the maximum and minimum of the function f(x, y) 1 subject to the x² +2y² constraint x* + 2x²y² ...

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Q: Apply Newton's method to the equation f(x) = x² –2 = 0 to estimate the root a* = /2. Starting with a...

A: It is given that the function fx=x2-2. We have to find the approximation of the root x0=2 using the ...

Q: Determine whether S is a basis for the indicated vector space. S = {(0, 0, 0), (2, 4, 6), (6, 3, 2)}...

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Q: 1 The Laplace inverse of 38 - is 5 3 3. 3

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Q: pint) Consider the tripie integral. II. av. E x2 + z2 where = {(x, y, z) | 0 < æ < z, 2 < y < 6, y <...

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Q: a11 a12 a21 022 a2n Question 2(a): If A = and c = then express the product Ac as linear am2 Cn combi...

A: We have an m×n matrix A and n×1 vector c. We have to write the matrix Ac as the linear combination o...

Q: Vhich sentences below are paradoxes? • This sentence is false or 1+1= 2. • This sentence is false or...

A: Given statement are The sentence is false or 1+1=2. The sentence is false or 1+1=3. The sentence is...

Q: 2.- a) find eigenvalue/eigenvalues and the corresponding eigenvector/eigenvectors of A. A = ( ) -1 b...

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Q: Let G = A, and H = ((1 2 3 )). a) Find the left cosets of H in G. b) Find the right cosets of H in G...

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Q: Finish labeling the number line. 一 ++ 30 20

A: #4 Given number line there are 8 labeling between 30 to -20

Q: 4. 4 of 8 The graph shows data points representing the voltage of an electric curren v(t)-147 12 10-...

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