If the eigenvalues of a 3×3 matrix A is 1, −2 and 20, what are the eigenvalues of A-1?

Q: x(t) = 3+4 cos(20nt +30°) + 2 sin(60xt) - 4 cos (70ft) we can write the given function as: |x(t) = 3…

A: Sin(A-B)=Sin(A)Cos(B)-Cos(A)Sin(B)Sin(60πt-π/2)=Sin(60πt)Cos(π/2)-Cos(60πt)Sin(π/2)…

Q: Prove there exist no integers a and b for which 18a + 6b = 1

A:

Q: 9. Let F = (2xy, x² + e³², 3ye³z). A. Calculate Curl(F) B. If F = (2xy, x² + e³2, 3ye ³2) is a…

A:

Q: Find the limit of the following sequence or determine that the sequence diverges. n reat + 14n…

A:

Q: Compute the determinant of the matrix. Show all your work including which row operations and…

A: We need to evaluate the determinant of the matrix: -1004-20-1132040-31-2.

Q: 1. The quaternions is the group Q of order 8 consisting of the matrices in GL2(C) Q = {E, A, A², A³,…

A: I will sopve only 3 subparts if you want I solve other parta so repost again and mention the…

Q: xydx - (x^2+3y^2)dy = 0 TEST FOR HOMOGENEITY OF DEGREE N: Let: F(x,y) = M(x,y)dx + N(x,y)dy…

A:

Q: The input x(t) and the output y(t) of a nonlinear system are related  through the following…

A: The input x(t) and the output y(t) of a nonlinear system are related through the following…

Q: Prove that for Vr > 0, s > 0, √√r + √√5 ± √√r + s r, s

A: # As per the guidelines we are entitled to solve one question at a time please resubmit the other…

Q: Apply central divided difference approximation (CDD) to find the first 5 derivative of F(x) = e0.8x…

A: To find the first five derivatives of fx=e0.8x when x=24 using central divided difference…

Q: Write an equation for the ellipse Type the left side of the equation in the box below. G

A:

Q: 3. (a) A rod is rotating in a plane. The following table gives the angle (radians) through which the…

A: t θ △ △2 △3 △4         0 0                     0.12               0.2 0.12   0.25…

Q: -{(8 Let R=< a-b b : a, b ER . Endow R with the standard matrix addition and multiplication…

A:

Q: Consider the function f: RR defined by ƒ (x) = 1⁄2x³. (a) By using definition, explain whether f is…

A:

Q: ORDINARY DIFFERENTIAL EQUATION PLEASE HELP ME WITH THE QUESTION BELOW: Use the equation below to…

A: Given Data: X.=2-41-2X +4lnt1tX1=1-1Xpt=∫0tφt-sFsds is a particular solution of the given equation.

Q: Suzy Bakery is introducing new cookies and before the cookies can be introduc the activities in the…

A: The arrow diagram is as follows

Q: Apply the method of undetermined coefficients to find a particular solution to the to system. x' =…

A:

Q: Let g(x) = f(t) dt, where f is the function whose graph is shown. y 3 2 H 1 2 3 4 f 10 6 (a)…

A:

Q: Use dot product to find the interior angles at A, B, and C of the triangle defined by the three…

A: HINT:  To calculate the angle we need the following thing: cos(α) = A.BAB We need to calculate AB…

Q: Consider the following region R and the vector field F. a. Compute the two-dimensional divergence of…

A:

Q: Evaluate the given integral by changing to polar coordinates. ff sin(x² + y²)dA, where R is the…

A:

Q: U U a. For any p= [1,00), any A,BER and XERd, we have ||(A+B)x||ps||A||pl|x||p+||B||pl|x||p. dxd b.…

A:

Q: State whether the following graphs are even, odd or neither, show ALL work. 77. 78. 79. 81. N…

A:

Q: The binomial distribution states that Prob(v successes in n trials ) = Bn,p(v) = n! v!(n − v)! Pº (1…

A: Introduction: Binomial distribution is one of the basic discrete probability distribution. Apart…

Q: Problem 3 (Finite order operators). Let V be a complex vector space and T: V→ V a linear operator…

A: Let T:V→V be a linear operator such that T4=Id. (a) To Prove: Eigenvalues of T must lie in the set…

Q: Find a basis for the following subspace: W₁ = span{[1, 0,-1, 2], [4, 1, -6, 7], [1, 2, -5, 0], [1,…

A: Given W1=span1,0,-1,2, 4,1,-6,7, 1,2,-5,0, 1,1,-3,1   To Find: A basis for the given subspace.

Q: QUESTION 5 a) Let F(x, y, z)=xyi + (y² + cosz)j + ek where S is the solid bounded by the cone z =…

A: a) Given F⇀x,y,z=xy i⇀+y2+coszj⇀+exyk⇀ So, div F⇀x,y,z=∂∂xxy+∂∂yy2+cosz+∂∂zexy=y+2y+0=3y By…

Q: Evaluate (2x+2y)ds if the curve C is given by F(t)=(2t²)ī +(1²)j, 0≤t≤1.

A:

Q: 02. segment (1,1,0) and C₂ is the curve parametrized by R(t) = (e²t + t²,e¹, t), t = [0,1]. (a) Find…

A: Given: F→x,y,z=ez-y,x-z2,y3 and R→t=e2t+t2,et,t, t∈0,1 We have to find the work done by F→

Q: Determine a root of the polynomial function given below using Muller's Method. Show the step by step…

A: Given : f(x)=x3-4x2+3x-1 To Find : Root of the polynomial

Q: 5. Racing cars are driven by Mr. Lopez and Mr. Magallon are side by side at the start of the race.…

A: first change the unit of velocity to feet sec 1mile per hour=52803600feet per second…

Q: (d) Justify whether f(A) compact.

A:

Q: Let the function f: R → R be defined by 1 x² f(x) = - 0, x = 0, x = 0.

A: Let us solve the given problem on continuity in the next steps.

Q: 3. Suppose T: M22 → P3 is a linear transformation whose action on a basis for M22 is as follows: 3.…

A: The main objective is to find the matrix of the transformation. Also find basis for image and kernel…

Q: 3) Aşağıdaki fonksiyonların tanım bölgelerini bulunuz ve çizimlerini yapınız. Bu fonksiyonların…

A: Given That :   a) z=1+x+y-1+3x-y   , (x0,y0)=(1,2) b) z=sin(x2+y2)x2+y2, (x0,y0)=(0,0) To Find : The…

Q: The signal x(t) is displayed in Fig. 1. Let x₁ (t) = x(-t/2 + 1) and x₂ (t) = -2x(t/2), sketch the…

A: Given that  Signal xt is  So, mathematically xt is nothing but the graph between the points -2, 0…

Q: 1 B = A 87 1 4 19 2 3 3 46 2 5 B 4 C 12 D E 3×4 4×3 The order of matrix B is:

A:

Q: Consider the following constrained optimization problem minimize subject to d¹ x Ax ≤ 0 where A E…

A: Here we have given the constrained optimization problem that is, Minimize fx=dTx subject to Ax≤0…

Q: QUESTION 3 a) Given the double integral [[√x+1 Vx +1 dxdy . NKI i) Sketch the region of integration.…

A:

Q: Prove the sum of a rational number and an irrational number is irrational.…

A:

Q: Adjust each recipe for the required yield. There are 100guest Bacon (3 slices pp)

A: Solution: Given, Yield = 16 slices (old yield)            1lb. bacon =16 slices It is also given…

Q: For the function f(x,y) = Əf dx Əf 11 11 4 Əf af find and 2x + 3y' ax dy

A:

Q: let -1--|-|-[1] U3 = U₁ = -2 3 = Let W be a subspace spanned by the u;'s, then a: Show that ui's are…

A: As per the question we are given three vectors u1 , u2 , u3 in the vector sub-space W and another…

Q: Consider the following. x=t², y = In(t) (a) Eliminate the parameter to find a Cartesian equation of…

A: Introduction: Parametric form is another representation of curve in Euclidean geometry. Here, the…

Q: 5. Use Theorem 5.10 (Section 5.3 in Vol. 2 of OpenStax Calculus) for this problem. How many terms of…

A:

Q: AABE = 11 in2, ABCE = 15 in2, ACDE = 11 in2, and ADAE = 9 in2. A solid slanted to the left has…

A:

Q: f(x) = x² -5 5 5 X

A: Given function  f(x)=xx2+8 To draw the graph, lets find its properties.

Q: Consider the following region R and the vector field F. a. Compute the two-dimensional divergence of…

A:

Q: 2. Board Price Problem: If you check the prices of various lengths of lumber, you will find that a…

A: NOTE: As per the guidelines we are supposed to answer only one question because this is not a…

Q: Let f= (1436578) and g = (1 825 3) (47) be permutations in Sg, written in cycle notation. What is…

A: This is a problem of abstract algebra.