Question 31 21 If z

Q: If vi = (1 2 2], v2 (0 0 1), v3 (1 2 3] then (vi + V2, v2 + V3) is b) 15; © 17; d) 11; e) 3; f)

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Q: 2y-x = x + 3y + e', 3x' - 4y' = x – 15y + e- |

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Q: 1. Suppose that f : [0, 0) → R is continuous and f(x) # 0 for all x > 0. If we have (f(x))? = 2…

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Q: what is the fuzzy power set ? And give examples

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Q: sinx 4 COS x cos*. COS x

A: In this question, the concept of Integration is applied. Integration Integration is a method of…

Q: Show that the following method is convergent, and determine it's global order of accuracy. 1 At (Yn…

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Q: c. State transformations T d. Find four key points on each function e. Graph both f(x) and g(x) on…

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Q: Describe the key differen ce between the binomial distribution and the hypergeome tric distribution.…

A: We want to find true statement.

Q: Propositional logic uses symbols to stand for statements and. nonstatements the relationships…

A: Propositional logic is a branch of study which deals with the study of statements or sentences and…

Q: (a) Determine the points where C has a horizontal or a vertical tangent line. (b) Find the concavity…

A: This is a question from Application of calculus.

Q: In a particular Insurance Life Office, employees Smith, Jones, Williamson and Brown have 'A' levels,…

A: "Since you have posted a question with multiple sub-parts, we will solve the first three sub-parts…

Q: 2) Show that the digital line topology on Z is not Hausdorff.

A: Given that Digital line topology on ℤ, we have to prove that it not Hausdorff Therefore, Let a space…

Q: In three dimensions the equation x² + y? = 1 represents a Similarly, the equation y +z = 1…

A: We will answer this question by analysing figures given in the question

Q: Show that if f(n) and g (n) are both solutions to a linear homogeneous recurrence equation with…

A: Let the homogenous linear recurrence equation be        an+1 = k1an + k2an-1 + . . . . . . +…

Q: 1.) Let B {(1,1), (-2,3)}, and B' = {(1,-1), (0,1)} be bases for R?, and let A = | [3 21 4] Lo be…

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Q: Let V be a vector space, v, u E V, and let T1 :V → V and T2 : V → V be linear transformations such…

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Q: The trial solution for the non-homogeneous equation d'y + 9y = 1+ xe* is dx²

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Q: he statement "All of us are OK and all of them are losers." is an example of* O negation )…

A: Compound logical statment

Q: В -21 72 57 29 16 65 84 А 33 -19 D 91 81 47 102 F E 25

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Q: T: R2 R2 is defined by х + 7х, [3x, – 4x2] X1 %3D and B = {u,,u,} and B' = {v,v,}, where %3D -- --…

A: Given transformation T:R2→R2, defined by Tx1x2=x1+7x23x1-4x2 and B=u1, u2 and B'=v1,v2 Here u1=22,…

Q: 1. The area B is given by = {(r, y, -) € R* | + <1,: =-, y? { (x, y, z) E R² | 1, 2 = r² – y² В…

A: Given that B=x,y,z∈ℝ3 | x24+y29≤1, z=x2-y2 and the vector field assign for Stokes's integral theorem…

Q: b)+++ -1- for all n 1. ... 4 2"

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Q: QI/ Find L{sin(at + b)} 3 Q2/ Find L-1{-}, by completing square. s2+

A: To find: (1) L{sin(at+b)}(2) L-1{3s2+s4}

Q: Let where A and B are some constants. given that ü = , V = ü + 10v = find the value of the product…

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Q: a bc de f = 4, find the following determinants. Given det hi b c a det de f 8g 8h 8i a b det -5d -5e…

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Q: Which of the following is always true for any real numbers x, y? For real ɛ > 0, if |x-y| 0. m >n…

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Q: 10. Determine the numerical value of the factor (A/G,15%,20). A 7.7217 12.5779 5.3651 D 7.5974

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Q: (I + u)u] 2 induction prove that 13 + 23 + ...+ n³ = , for n > 1. 2.

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Q: How much is P1,200 worth at the end of 1 year if the interest rate of 5.5% is compounded quarterly?…

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Q: at value does this series converge at x = 1? Explain. itial-boundary value problem du 3 a?u 0 0 %3D…

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Q: 93 u и ди y2 — и + и ue5x ду %3D

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Q: Find the area of the shaded region. The image is not to scal y = y= Consider c=64. Enter the exact…

A: Area bounded by the region

Q: What is the coefficient of x'y5 in the expansion of (1x + 3y)18? 3,15

A: Use formula of binomial expansion to solve the question.

Q: 5) Let Xbe an arbitrary space and let J, and I be two topologies on 1 2 it. (i) Is T, U T always a…

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Q: 5. Let T: R2 R be defined by [x1 +2x2 T a. Find the matrix [T]B.B relative to the bases B = {u,, u}…

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Q: types of machine. The following Table indicates the available veek and the time required on each…

A: Sol

Q: k 0 0 If A = 0 1 0 0 0 1 then det (A) =

A: We want to find determinant of given matrix A.

Q: Use Gauss-Jordan row reduction to solve the given system of equations. (If there is no solution,…

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Q: 8.1) Using rules of logs show that if y= ab' then log y = log a + tlog b 8.2) Consider 91=10'. Using…

A: According to guidelines we solve three subparts.thanku

Q: оз Classify PDES below a³ u` ди — и + и- ду ue 5x %3D

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Q: show that f(z)=(z-1) cos(1/z+2) has an essential singularity at z=-2

A: Introduction: Laurent series has an important role in determining the singularities. Suppose, a…

Q: Identify the correct truth table that represents the compound proposition (p -g)v(-p-r)* P-r (p-…

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Q: You want to save P900 per quarter for 3 years towards the purchase of an appliance. You feel that…

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Q: u, = and u, = Find (T]B- Verify that Formula (8) holds for every vector x in R2.

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Q: int topology (where p is the particular point). Let A= {b,p}. mpute the following: (i) the open sets…

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Q: Let where A and B are some constants. given that ü = , V = ü + 10v = find the value of the product…

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Q: pute the Fourier sine series expansion of f(x) = 3x – x² on [0, 3]. nat value does this series…

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Q: IExample 6.9. One entry in the following table is incorrect and y is a cubic polynomial in x. Use…

A: The problem can be solved by making difference table.

Q: a. Show that K5,6 has a path containing all vertices in the graph. b. Explain why K5,6 is not…

A: Hamiltonian graph - A connected graph G is called Hamiltonian graph if there is a cycle which…

Q: 5. Let T: R R3 be defined by -> X1 + 2x2 X1 T %3D a. Find the matrix [T]B.B relative to the bases B…

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