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A: I am attaching image so that you understand each and every step.
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A: Given query is to find indicated composite function.
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A: Using inductive reasoning to predict the next number
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A: Please see the below pictures for detailed solution.
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A: This is a problem related to system of linear equation. Please follow the procedure given below.
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A: NOTE: Refresh your page if you can't see any equations. .
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A: What is 1 plus 1 equals ?
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A: As per our guidelines we can answer only three subparts.please repost others seperately. We apply…
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A: A detailed solution is given belwo.
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Q: (2x-4)(3x+7)(x-10)>0
A: NOTE: Refresh your page if you can't see any equations. . make a table
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- H5. Assume that N is a 2 x 2 matrix such that N² = 0. Prove that N is similar to one of the two following matrices or the matrix A = - [88] B 01 -[88]. =Q2. Let A = (aj) be a 10 × 10 positive definite matrix with Cholesky factor R = (rij). Suppose that a11 = 9, 912 12, 017 = 3, a22= 25, and a27= 7. Solve for 727.1.3.5 Write f= x + 10x,x2 + x as a difference of squares, and f= xí+ 10x1x2 + 30x as a sum of squares. What symmetric matrices correspond to these quadratic forms by f = x' Ax?
- Which of the following matrices have characterestic polynomial p(A) =x2- 10A + 1 Select one: a. 9 8 O d.5.3.5. For nxn matrices and B, explain why each of the following in- is valid. equalities (a) |trace (B)|² ≤ n [trace (B*B)]. (b) trace (B²) ≤ trace (BTB) for real matrices. (c) trace (ATB) ≤ trace (ATA) + trace (BTB) 2 for real matrices.Q3.31 Uncover the 2 by 2 matrix such that: [8][-]-[ 6 O
- 1.2 Consider the following matrix (where a, b, and c are unknown real numbers): 1 -1 0 0 b 1 0 0 c 0 1 Determine the values of a,b, and c for which the matrix is in RREF. Be sure to clearly separate any distinct cases you are considering, and explain your reasoning.Let A be a 2 x 2 matrix. Given the following descriptions, determine the following elementary matrices and their inverses. a. The elementary matrix ₁ multiplies the first row of A by 1/2. E₁ E₂ = E3 b. The elementary matrix E2 multiplies the second row of A by -4. 88 6.6 c. The elementary matrix E3 switches the first and second rows of A = E₁¹ = -1 = -1 = =Determine the matrix A if (A" – 21) = ; .