The Universal set U is set of all odd numbers between 1 and 50; A is a set of all x's such that x is divisible by five; B is a set of all x's such that x is prime number; C is a set of all x's such that x is divisible by 3. Find: A ∪ B  ∪ C B ∪ C A - B B - C (A ∩ B) ∪ C

Q: Which of the following is not a step involve in Gauss Jordan Method? (A) evaluation of cofactors B)…

A:

Q: -a b Evaluate-2a +4x 2b-4y x с 2b-4y 2c +4% -Y

A:

Q: Find the volume of the solid generated by revolving about the y-axis the region bounded by the given…

A: The volume of solid of revolution between curve  f(y) and  curve g(y) rotated around x=0 (y-axis) on…

Q: 3.0 SOLVE BY Jacobis Method 2x +9y = -1 4x + y = 15

A: We can solve this using jacobi method

Q: 2. The difference between the greatest and least values of the function T T f(x) = sin 2x - x on - 2…

A: Greatest and lowest value may be differ from local maximum and local minimum in a closed interval.

Q: Given the following function 1, -2t + 1, 3t, 0st<2 2<t< 3 3 <t< 5 t2 5 f(t) = t- 1, (a) Express f…

A:

Q: D. Perform the following fundamental operations on each given functions. Then, determine its domain.…

A:

Q: d by revolving the area enclosed by: x = y2 +1 , x = 0, y = 0 and y = 2 about: y = 2

A: Introduction: The formula of shell method using the horizontal axis of revolution is given by,…

Q: Solve for the check digit (x) of the given ISBN-13 below: 978 – 020 – 133 – 864 – x

A: *By Bartleby policy I have to solve only first one as these are all unrelated problems.These are all…

Q: If the determinant of a 5x5 matrix A is 2, what is the determinant of the adjoint of A? a. 4 b. 16…

A: we know the formula ,              using it we have determinant  of adjoint of A is  2(5-1)  = 24…

Q: If A and B are inverse of each other, the determinant of AB is

A: Given A and B are inverse of each other. We find the determinant of AB.

Q: Assume that f'(c) = 0 and that f'(x) changes from + to - at the critical point x = c. This means…

A:

Q: statements are equivalent :

A:

Q: If the RREF of A|I is I | B, then AB is the identity matrix. (A) True B) False

A: We are given the RREF of A|I is I|B, we have to find whether AB is identity matrix or not

Q: Rankings Establish a scholarship 1 3 3 Pay for several members to travel to a convention 2 1 1 5 Buy…

A: a) Since a campus club has money left over in its budget and must spend it before the school year…

Q: Exercise 4: For V = R³, define U = a +b+c= 0}w = { b a - b+ 2c= 0 1. Find bases for U, W 2. Find a…

A:

Q: 7. Contemplate the graph of r= lIn 0 at right until you can explain its basic features. a) is the…

A: As per the policy, we are allowed to answer only 3 subparts at a time, I am providing the same.…

Q: Exercise 2: Given: vị = 3 , V2 = , V3 = 2, v4 = 4, v5 = Look at the following sets: Si = {v1, v2},…

A:

Q: کو HW3³/L-172 [-(x-3) - tenx] Lim

A: We shall use the basic properties of limits to solve this problem. The detailed answer typeset in…

Q: =[12] and U- = -[] Then A2017U is equal to -1 Let A =

A:

Q: Find a power series representation for f (t) = ln(10 – t). O f (t) = En=1 10t O f (t) = E1 T0 ut O f…

A: Given ,                                                                               f(t) =…

Q: dy/dt = (1 + 4t) sq rt y Solve the problem (a) MIDPOINT METHOD (b) RALSTON'S METHOD (c)…

A: Consider the initial value problem, This is in the form of

Q: Evaluate: lim (-+)* as c approaches ∞

A:

Q: be the bases of V, W and U respectively. If t: V→ W, s : W→U are linear transfor-

A:

Q: Suppose the only solution of AX-B is the zero matrix (A is nxn and B is nx1). Then the RREF of A | B…

A:

Q: 5.A.5. (x € Z^+/-1<x< 4) is equivalent to O(-1,0,1,2,3,4} O {1,2,3,4} 5.B.1. Let A = Z B=(n…

A:

Q: ) The degree of pa is equal to the dimension of the cyclic subspace Z (a ; T) .

A:

Q: 2. Let S be the surface x² + y² = (2-2)², y Evaluate Jl F = (2x+y-xz, -x, -(2 — z)²), choosing a…

A: Using parametrization of the surface S

Q: Find the general solution to the homogeneous system of DE: -11 41 x' = Ax where A = l: -26 Hint:…

A:

Q: (b) Set up a definite integral that is equal t length of the portion of the parabola y which serves…

A: Introduction: The washer method is used to calculate the volume enclosed by two functions. In this…

Q: A B D -1 168 0 - 168 4 Evaluate 6 7 8 12 12 18 14 21

A:

Q: If the determinant of a 5x5 matrix A is 2, what is the determinant of the adjoint of A? (A) 16 B) 8…

A:

Q: Theorem 6. Let K be a field extension of a field F and let o which are algebric over F. Then F (a,,…

A:

Q: (B)JE w = x*+y+z° and x = PSin ø cos@ »y=pSing Sino and z- Pcoseo prove that -2P Cos 2Ø and' %3D

A: Given  w=x2+y2-z2x=ρsinϕcosθy=ρsinϕsinθz=ρcosϕ

Q: Consider the following integral: (9x + 4)° dæ Note: answers are to be entered to four significant…

A:

Q: Determine the Laplace transform of f(t) = 5sin 2t - 6t * cos 2t

A:

Q: There are two alternative Plans for operating a high-speed inter-city rail service. In Plan I, the…

A: Given that, There are two plans for operating the a high-speed intercity rail-service. The Plan 1…

Q: 18. Which of the following is false? A) Hamiltonian cycle can be converted to a Hamiltonian path by…

A: We know that ,  A Hamiltonian path is a graph path between vertices of a graph that visits each…

Q: w= (5,-2) v=(-3,8) if we add the two vectors, what's the correct visual representation of that…

A: When we add two vectors the head of the first vector should be joined or placed at the tail of the…

Q: Let A be an invertible 3x3 matrix. Mark all that are necessarily true about this matrix: The…

A: We know that a 3×3 matrix has 3 columns and 3 rows. The dimension of the vector space of matrices is…

Q: 10. Suppose that the function by the power series 3 X f(x)=1= =+ = + ... + (−1) 2 4 8 Find the…

A:

Q: 8. A. Given a matrix A and the eigenvalues of k. Define geometric multiplicity and algebra for the…

A:

Q: 1. In each of parts (a)-(d), determine whether the given vectors form a basis for R?. a) b) -12 9.…

A: Dear Bartleby student, according to our guidelines we can answer only three subparts, or first…

Q: ne general solution of the differential equation xy(3) – 6xy' + 12y = 0. Explain why it is neral…

A:

Q: Let P2 denote the vector space of all one-variable polynomials of degree at most 2. Let B be the…

A:

Q: 2. i 3-2i 5

A: We have to compute the indicated power -i3-2i5

Q: Let a be a non-zero element of Z43. Explain what it means for |a] to be of order w, and hence prove…

A:

Q: Consider the following system of differential equations +22+1=0, dy - 4y = 0. dt a) Write the system…

A:

Q: Given a region R bounded by two curves and two lines as shown below. y=x+2 y = x _ 2x + 2 R 1 A y =…

A:

Q: (-√6 + i√2)

A: