![Q4 Matrices 9 Points Use the matrices A and B below to answer the following questions. 3 -2 10 1 5 A= ] 0 -7 6 4 10 B= -4 Q4.](http://img.homeworklib.com/questions/ea0053e0-0a9a-11eb-b820-a58557d1a40c.png?x-oss-process=image/resize,w_560)
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Q4 Matrices 9 Points Use the matrices A and B below...
354/assignments/394309/submissions/new Q4 Le Chatelier's Principle 18 Points In the gas phase at 400°C, isopropyl alcohol (rubbing...
354/assignments/394309/submissions/new Q4 Le Chatelier's Principle 18 Points In the gas phase at 400°C, isopropyl alcohol (rubbing alcohol) decomposes to acetone. (CH3)2CHOH(g) = (CH3)2CO(g) + H2(g) AH° = +57.3 kJ Isopropyl alcohol acetone Does the amount of acetone increase, decrease, or remain the same when equilibrium mixture of reactants and products are subjected to the following changes? EXPLAIN your answer using rates or Q Q4.1 Temperature effects 6 Points The temperature is increased. Increase O Decrease Remain the same Enter your...
Consider the product of two matrices A and B of dimensions 4 x 4 as shown below. 0 1 2 3 11 2 3 4...
Consider the product of two matrices A and B of dimensions 4 x 4 as shown below. 0 1 2 3 11 2 3 4 | 0 1 2 3 I 1 0 2 46X2 3 4 5 I 0369 0 0 0 0 I I 14 20 26 32 I - 28 40 52 64 I I 42 60 78 96 I 3 456 1. Write a program to find the product of two matrices. The program should display...
Consider the product of two matrices A and B of dimensions 4 x 4 as shown...
Consider the product of two matrices A and B of dimensions 4 x 4 as shown below 100 00 I 1 01 23 I 1 0 2 46 X 0369 1 01 2 3 I | 1 2 3 4 234 5 I 1 3 45 6 I | 14 20 26 32 - 28 40 52 64I 1 42 60 78 96I 1. Write a program to find the product of two matrices. The program should display the two...
Question 4 [12 marks] Some applications of mathematics require the use of very large matrices (several...
Question 4 [12 marks] Some applications of mathematics require the use of very large matrices (several thousand rows for example) and this in turn directs attention to efficient ways to manipulate them. This question focuses on the efficiency of matrix multiplication, counting the number of numerical arithmetic operations (addition, subtraction and multiplication) involved. We start with very simplest case of 2x2 matrices. (a) The standard way of multiplying 2x2 matrices uses 8 multiplications and 4 additions. List the 8 products...
Question 2 Given matrices A and B shown below, find (-3)A+ (4)B CONTENT FEE 4 2...
Question 2 Given matrices A and B shown below, find (-3)A+ (4)B CONTENT FEE 4 2 4 A-1-3 4-51 and B=|-2 [0-2-4 Give your answer as a matrix using the matrix tool. ide your answer below
Write a c++ program: Many mathematical problems require the addition, subtraction, and multiplication of two matrices. Write an ADT Matrix. You may use the following class definition: const int MAX_RO...
Write a c++ program: Many mathematical problems require the addition, subtraction, and multiplication of two matrices. Write an ADT Matrix. You may use the following class definition: const int MAX_ROWS = 10; const int MAX_COLS = 10; class MatrixType { public: MatrixType(); void MakeEmpty(); void SetSize(int rowsSize, int colSize); void StoreItem(int item, int row, int col); void Add(MatrixType otherOperand, MatrixType& result); void Sub(MatrixType otherOperand, MatrixType& result); void Mult(MatrixType otherOperand, MatrixType& result); void Print(ofstream& outfile); bool AddSubCompatible(MatrixType otherOperand); bool MultCompatible(MatrixType otherOperand);...
QUESTION #4b (5 Points) Find the C23 of the product of two matrices A x B...
QUESTION #4b (5 Points) Find the C23 of the product of two matrices A x B = C II 4 - 3 3 -1 0 -2 5 B II 3 2 -2] 0 -1 4 -3 - A.6 B. 2 c. 0 D. 2
Q5 8 Points Let A = -4 0 -3 2 3 0 -2 -1 3 Q5.1...
Q5 8 Points Let A = -4 0 -3 2 3 0 -2 -1 3 Q5.1 6 Points Compute PTA (x) (the characteristic polynomial of TA), Write monomials in descending order of their exponent, x^n for 3" and a/b for Example: 5/2 (polynomial of degree 0) -2x+1/3 (polynomial of degree 1) 2x^2-3x+12 (polynomial of degree 2) Enter your answer here give the eigenvalue(s) of TA (in ascending order if multiple exists, separated by a comma and with a blank after...
Question 3: Show the steps of Strassen's algorithm to multiply the following two 4 x4 matrices: X...
3. Strassen’s algorithm
Question 3: Show the steps of Strassen's algorithm to multiply the following two 4 x4 matrices: X5 8 3 2 3 3 5 9 2 2 2 11 [5 4 2 11 Y7 1 4 4 15 7 4 2 To keep your answer shorter, you do not have to recursively apply Strassen's algorithm to the subproblem on 2X2 matrices.
Question 3: Show the steps of Strassen's algorithm to multiply the following two 4 x4 matrices: X5...
Please show work clearly. Thanks 4. Suppose you had n matrices with dimensions: ai xbi ,a2...
Please show work clearly. Thanks
4. Suppose you had n matrices with dimensions: ai xbi ,a2 x b2. . . . ,a,, X bn. Your goal is to determine, given two integers s and t, whether it is possible to multiply a sequence from the list of given matrices together, in any order and possibly not using all of the matrices, to end up with a matrix with dimensions s × t. For example, if the list of matrix dimensions...
354/assignments/394309/submissions/new Q4 Le Chatelier's Principle 18 Points In the gas phase at 400°C, isopropyl alcohol (rubbing alcohol) decomposes to acetone. (CH3)2CHOH(g) = (CH3)2CO(g) + H2(g) AH° = +57.3 kJ Isopropyl alcohol acetone Does the amount of acetone increase, decrease, or remain the same when equilibrium mixture of reactants and products are subjected to the following changes? EXPLAIN your answer using rates or Q Q4.1 Temperature effects 6 Points The temperature is increased. Increase O Decrease Remain the same Enter your...
Consider the product of two matrices A and B of dimensions 4 x 4 as shown below. 0 1 2 3 11 2 3 4 | 0 1 2 3 I 1 0 2 46X2 3 4 5 I 0369 0 0 0 0 I I 14 20 26 32 I - 28 40 52 64 I I 42 60 78 96 I 3 456 1. Write a program to find the product of two matrices. The program should display...
Consider the product of two matrices A and B of dimensions 4 x 4 as shown below 100 00 I 1 01 23 I 1 0 2 46 X 0369 1 01 2 3 I | 1 2 3 4 234 5 I 1 3 45 6 I | 14 20 26 32 - 28 40 52 64I 1 42 60 78 96I 1. Write a program to find the product of two matrices. The program should display the two...
Question 4 [12 marks] Some applications of mathematics require the use of very large matrices (several thousand rows for example) and this in turn directs attention to efficient ways to manipulate them. This question focuses on the efficiency of matrix multiplication, counting the number of numerical arithmetic operations (addition, subtraction and multiplication) involved. We start with very simplest case of 2x2 matrices. (a) The standard way of multiplying 2x2 matrices uses 8 multiplications and 4 additions. List the 8 products...
Question 2 Given matrices A and B shown below, find (-3)A+ (4)B CONTENT FEE 4 2 4 A-1-3 4-51 and B=|-2 [0-2-4 Give your answer as a matrix using the matrix tool. ide your answer below
QUESTION #4b (5 Points) Find the C23 of the product of two matrices A x B = C II 4 - 3 3 -1 0 -2 5 B II 3 2 -2] 0 -1 4 -3 - A.6 B. 2 c. 0 D. 2
Q5 8 Points Let A = -4 0 -3 2 3 0 -2 -1 3 Q5.1 6 Points Compute PTA (x) (the characteristic polynomial of TA), Write monomials in descending order of their exponent, x^n for 3" and a/b for Example: 5/2 (polynomial of degree 0) -2x+1/3 (polynomial of degree 1) 2x^2-3x+12 (polynomial of degree 2) Enter your answer here give the eigenvalue(s) of TA (in ascending order if multiple exists, separated by a comma and with a blank after...
3. Strassen’s algorithm
Question 3: Show the steps of Strassen's algorithm to multiply the following two 4 x4 matrices: X5 8 3 2 3 3 5 9 2 2 2 11 [5 4 2 11 Y7 1 4 4 15 7 4 2 To keep your answer shorter, you do not have to recursively apply Strassen's algorithm to the subproblem on 2X2 matrices.
Question 3: Show the steps of Strassen's algorithm to multiply the following two 4 x4 matrices: X5...
Please show work clearly. Thanks
4. Suppose you had n matrices with dimensions: ai xbi ,a2 x b2. . . . ,a,, X bn. Your goal is to determine, given two integers s and t, whether it is possible to multiply a sequence from the list of given matrices together, in any order and possibly not using all of the matrices, to end up with a matrix with dimensions s × t. For example, if the list of matrix dimensions...
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