5n 3n n=1 converges diverges Previous Page Next Page Page 4 of 42

Q: Resolve the vector a = -i+ 4j+9k into orthogonal vectors, one of which is parallel to b =i- 3j – k.

A: Given vectors are a→=−i^+4j^+9k^ and b→=i^−3j^−k^. Here, we using the concept of projection . We can…

Q: 1) (20 pts) If log, = X, express log, in terms of x 2) (40 pts) Simplify and find the value of 1 1 1…

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Q: 1a) Given a conservative vector field F = (A, B , C) such that A = 2zx, B = 3z + 2y, C(0,0,0) = 1…

A: We have to solve three sub-parts :        (a) Given a conservative vector field F = A , B , C such…

Q: 1 -3 8. Let vi V2 and v3 = be given vectors in R4. Which of the following vectors is a linear…

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Q: solve for the laplace transform of f(t) =D {2,t < 플 {-을, 플 <t<ㅠ 6. -e + He i a. 2s 48 2/4 b.

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Q: The µ(x) that converts the equation below into an exact equation x dy (x*ev ++ (2x²e" + 1) = 0 y) dx…

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Q: (In3+j5)5 sech(5.5430°) TT tanh ja V[ej – j213 ji]4 ¡213

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Q: There are 2 workers in one of companies, accrued wages for first worker was $360 according to Halsey…

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Q: 5. The elementary row operation E52(-3) was applied to a matrix A obtaining a matrix B. Which…

A: 5. The given elementary row operation is E52-3. To find: the row operation to get A back from B.

Q: The orbit of a satellite revolving around a planet is an ellipse with the center of the planet as…

A: The standard equation of ellipse is x2a2+y2b2=1. In the above equation, a is the half-length of…

Q: Solve the problem P.D.E. u, = u,xx 0<x<1 0<t< 00 fu(0, t) = 0 lu(1,t) = cost u(x,0) = x B.C.s 0<t<00…

A: Sol

Q: A. (x+1)* -y? ) dy dx

A: To solve (a) only Ques (a) : ((x+1)²-y²)dy/dx -(2(x+1)y-10(x+1)²)=0

Q: Consider the Cobb-Douglas function f (x1,x2,..,Xn) = x"x i=1 where x; > 0, and a; > 0 for all…

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Q: Zia Homes is contracted to frame 32 wooden houses of the same design in a new subdivision of 300…

A: Given in a new development of 300 homes, Zia Homes has been hired to build 32 identical wooden…

Q: Determine the general equation of the plane passing through the point P(1, -4, -5) and parallel to…

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Q: 1. A man on a wharf, whose hand is 8.2 m above the level of the water surface is pulling a rope tied…

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Q: log64 (X) can be a negative irrational number. Select one: O True O False If log2 [log3 (log2x)] =…

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Q: Every Boolean algebra (B, tiplication by the formulas a +b- (a A b') V (a' A b), a b a Ab, be B

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Q: f (x1,X2,x3) = xỉ + 3x1x2 – x2X3 +x3 – 4x3 Rewrite f in the matrix form x'Ax where A is a symmetric…

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Q: consistent 9. Consider the m-by-n linear system [A | b], where RREF[A | b] has exactly r pivots.…

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Q: Consider the polar curves Cı :r = 3 sin 20 and C2 : r = 3 cos 0, and let R be the shaded region as…

A: (a)

Q: b) If 7m is an odd number, then m is an odd number. (Use the îndirect proof approach).

A: To show: If 7m is an odd number, then m is an odd numberby using the indirect proof approach.Note…

Q: 1.4 + 10 + 18 + . . . . . + n (n + 3) =  [n (n + 1) (n +5)] / 3  for n ϵ Z+       (Use Mathematical…

A: According to our guidelines we are supposed to answer only one asked question.kindly repost other…

Q: Using Solution Subject Double integral by polar form

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Q: Question 4 Please simplify this fraction to its lowest terms 290/580

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Q: a²z Determine if z = tan- + r2+02° r

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Q: A couple has decided to purchase a S150000 house using a down payment of $13000. They can amortize…

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Q: Consider the function f(x,y,z) = (x+y+z)° on the domain R’. (b) Is f a quasi-concave function? If ƒ…

A: Given: Function f(x, y, z)=x+y+z3 on the domain ℝ3. To determine: Whether the given function is…

Q: Let S be the upper half of the unit sphere x +y +=1 and take n as the upper unit normal. Use Stokes'…

A: Stokes theorem is used to find out the integration

Q: hw2 Evatuate the fottowingcartesian integrate by changing theminte equivalent Pelar integrals: ff 2.…

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Q: Laplace transform of t cos at

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Q: 1. Consider the curve C with parametric equations Sæ(t) = t3 – 3t +1 \u(t) = t(t + 1) defined for t…

A: Given curve C parametric equations are xt=t3-3t+1yt=tt+1

Q: Let Ly)= x²y"- x(x+2)4'+ (X+2)y as Consider the homogeneous diffeuntial equation, Lly)=0 (*) is show…

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Q: Find the volume of the solid that results when the shaded region is revolved about the indicated…

A: Curve  y=1x  or it can be written asx=1yat x= 2  : y=12=0.5and y=2so       intersection point is y…

Q: The displacement s of a body in a damped mechanical system, with no external forces, satisfies the…

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Q: Find all x and y  (0 ≤ x < 2?, 0 ≤ y < 2?)  so that the following equation is true. (Enter your…

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Q: Consider the circle C1 : r = 4, and the limaçon C2 : r = 3 – 2 sin 0. Note that both C1 and C2 are…

A: Given: The points A and B are the point of intersections of circle C1: r=4 and limacon C2:…

Q: (1) (a) Use a double integral to find the volume of the solid that is bounded above by the plane z =…

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Q: Example 2: A food product is made from soybean meal (50% protein, 10% moisture) and corn flour (10%…

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Q: Prove that vertical angles are congruent

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Q: find the fourier transform of logx u(t)

A: Sol

Q: Q2) find eigenvalue eigenvector of A x(0,0) = (1,1)

A: Eigenvalues and Eigenvectors of the matrix

Q: H.W: Estimate the root of the equation for the following equation using Secant Method: 1. x3-5x = 3…

A: We can have this using secant method

Q: QUESTION 3 Let Vs0,1] be the Vitali's set. Mark all statements that are true. Ovs[0,1] is not…

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Q: 3. Use Mathematical Induction to prove that 4 + 10 + 18 + ... + n (n + 3) = [n .. (n + 1) (n +5)] /3…

A: The solution is given as

Q: sider the ideals I = (a, y) and J = (x- 2y) in Q[x, v]. Vī, %3D %3D

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Q: h(t) = V3t – V2t²,t # 0. (Rationalize the denominator in your final answer.)

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Q: Give an example of a 2 x 2 matrix A such that the linear system i = Ax satisfies all the conditions…

A: To give: An example of a 2×2 matrix A such that the linear system x˙=Ax satisfies all the following…

Q: for the following system of differenti d.x = 2x + 2y + z, dt dy = 6x – y + 3z, dt da

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Q: Consider the ideal I C C[r, y, z] where I = (a?y? – a?z? – yz, y? + 22 – 1). Describe the set of all…

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