010 = Let R₁ and R₂ be relations on a set A represented by the matrices MR₁ 1 1 1 and MR₂ = 100 ГА В С The matrix representing R₂ o R₁ is DEF GHI Drag the variables on the right column, and drop them in their corresponding values on the left column. 0 D 1 E G B C F A H 1 01 0 01 1 1 1 1

Q: Draw vector 1/2CD - 2FE

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Q: Let B={(1,-2,1), (4,-7,5), (5,-8,8)], and x=(-6,10,-7) Find [x]B

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Q: Let a=⟨3,−5,5⟩ and b=⟨−1,5,2⟩ Find the component of b onto a

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Q: Describe geometrically (line, plane, or all of R 3) all linear combinations of (a) [ 1/2/3 ] and […

A: We know that a set of vectors u1, u2, ……, un is said to be linearly independent if the equation…

Q: For the following Boolean Matrices, find: A v B, A ^ B, A O B 1 0 1 0 1 1 A = 1 1 B = 1 0 1 0 1 1 1…

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Q: Find the characteristic polynomial of the matrices

A: A=4-13021003 Now consider,…

Q: a Let A = b - a then A is diagonalizable. b Select one: O True O False

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Q: Which of the following is not a vector space?    A. The set of all 2x2 with integer entries and…

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Q: Let 13 −4 21. 1 -4 -1 Using a sequence of elementary row operations, transform A into reduced row…

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Q: Let A be a matrix of an order 2x4, B - matrix of an order 4X2, and D - matrix of an order 2x4…

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Q: [61] Diagonalize B = (by finding P and D) or explain why B isn't diagonalizable.

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Q: a) Find all such that . b) If is a zero-one matrix, find. b) Find the inverse of the encrypting…

A: Clear explanation is given below find the answer below

Q: a= b= C= id=

A: As per the question we are given a two dimensional set V and we have to find the values of a, b, c,…

Q: Consider the linear code with check matrix 0 1 1 1 0 10 010 H 100 0 01 0 1000 0 Find a generator…

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Q: Let A = {2, 4, 5}, and let R be the relation on A consisting of pairs of the form (a, b), where ab…

A: Pairs in R is: {(4,4),(4,5),(5,4),(5,5)} Only these have ab>12

Q: Show that A= 4 * eye (4) - ones (4, 4) is not invertible: Multiply A* ones (4, 1).

A: We have to show that:  A= 4 * eye (4) - ones (4, 4) is not invertible

Q: 1-4 -4 3 and b₂ be column 2 of B. If A= b₁ = b₂ 5 and AB = 0.69230769 - 1.07692308 - 19 -5 6 11 -6 7…

A: and .We have to find first column and second column of matrix .

Q: -3 (49) (3) (-3) 4 120 1030 0205 245 0 5 6 3040 0 50 6

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Q: Without expanding the determinants, 103 115 114 113 116 111 108 106 + 108 106 104 113 116 115 114…

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Q: If A is diagonalizable then A is diagonalizable. Select one: True False

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Q: Let M₂ (R) be the set of all 2 x 2 matrices over R. Let + denote the usual addition of matrices and…

A: Explained below

Q: Determine if v is in the set spanned by the columns

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Q: EXER 7: MATRICES Prove that if N is invertible then MN¹ = N¹M if and only if MN=NM.

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Q: Let A and B be square matrices of same order. Prov nomials of AB and BA are same. Do AB and BA have

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Q: Find the inverse of the following matrix: -7 5 -6 5 -2 3 1 −1 1

A: Given matrix: We have to find the inverse of the given matrix.

Q: Write the standard matrices of the given linear operators: a) L1(x) = (X1 +x2, X2 – X1) b) L2(x) =…

A: a. we have L1(x)=(x1+x2,x2-x1)  we take standard ordered basis β= (1,0),(0,1) and β=…

Q: [2 Let A = Find all matrices of the form B = that commute with A. P In other words find all matrices…

A: We have to do both the matrix multiplication.

Q: a3 and b Let a₁ a2 Determine whether b can be written as a linear combination of a₁, 32, and a3. In…

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Q: Let à = (0, 3, 2), b = (3, 1, 1), and c = (2, 6, 3). a Compute the following: = (a - b) (à · c) :…

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Q: Let R2x2 be the set of all 2x2 real matrices and consider function phi : C --> R2x2 given by…

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Q: True or false: If A, B are square matrices of the same size, then A² − B² = (A + B)(A − B).

A: The statement you mentioned is incorrect. The correct expansion of the expression A^2 - B^2 is as…

Q: The set of polynomials {3t²-3t+5, mt+6t²+10} is a linearly dependent set in P, if 2 m=6 Select one:…

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Q: ithout doing any row operations, explain in a short sentence why [137 0506 0028 0 10 A= 1 2 2 31 3…

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Q: write down in se quence steps in finding the the inverse OF matrix using the adjoint the matrix. OF

A: Let's find.