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- 4- Solve Problems using augmented matrix methods. a- 3x1- x2 = 2 x+2x, =10arrow_forwardProblem 31. Use the inverse of the coefficients matrix to compute the solution of: x1 + 2x2x3 = 5 x₁ + x2 + x3 = 1 2x12x2 + x3 = 4arrow_forward2. Solve the following equations using matrix methods: X2 + 13 + x3 = 1 3D1 2x1 + 12 - !! (a) + 13 + x2 + r3 (ь) a1 + T2 4 X3 = 0 -arrow_forward
- SOLVE STEP BY STEP IN DIGITAL FORMAT Let the matrix A = make 4A; 3.5A; 1/8A -2 2 -3 2 1 -6 -1 -2 0arrow_forwardProblem #2: Find the matrix A (in terms of B and C) if (34¹+ 4BC)¹=5A-2C (A) (4BCT-2B) (B) (4CTB¹+ 2C) (C) (4CTBT-2C) (D) (4BCT-2C) (E) (4C¹B-2B) (F) (4BTCT + 2C) (G)(4CBT+2C) (H) (4BCT+2B) Problem #2: Select varrow_forward-1 Find the rank of the matrix 2 4 -2 3 -7 3.arrow_forward
- Kindly provide me with the complete solutions for this question about matrices. Thanks in advance.arrow_forwardsolve number 29 of the first picture using the second picture you are able to see the matrix which is problem #27 of the second picture.arrow_forwardSolve the matrix equation AX = B for X 3 -2 -11 2 A = -2 - 3 - 2 B = 14 - 2 2 1 4 X = ||arrow_forward
- Multiply matrix [1 2 3] by [5 o 4 2 1 03 0arrow_forward2. Write x = -t³x2, x, = 4t³x2 in matrix notation. Solve and write the solution in matrix notation.arrow_forwardWrite these ancient problems in a 2 by 2 matrix form Ax = band solve them:(a) X is twice as old as Y and their ages add to 33.(b) (x, y) = (2, 5) and (3, 7) lie on the line y = mx + c. Find m and c.arrow_forward
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