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([5,-7],[-2,3]]A=[[-16,-6],[7,2]]...

([5,-7],[-2,3]]A=[[-16,-6],[7,2]]

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Find the matrix A such that [[5-7,-2,3]]A=[[-16,-67,2]]

Find the matrix X such that , X[{:(5,-7),(-2,3):}]=[{:(-16,-6),(7,2):}] .

The matrix X for which [[1,-4],[ 3,-2]]X=[[-16-,6],[ 7 ,2]] is a. [[-2, 4],[-3, 1]] b. [[-1/5, 2/5],[-3/(10),1/5]] c. [[-16, 16],[ 7 ,2]] d. [[6, 2],[(11)/2, 2]]

The matrix X for which [[1,-4],[ 3,-2]]X=[[-16-,6],[ 7 ,2]] is a. [[-2, 4],[-3, 1]] b. [[-1/5, 2/5],[-3/(10),1/5]] c. [[-16, 16],[ 7 ,2]] d. [[6, 2],[(11)/2, 2]]

Compute the following: [[-1,4,-6],[8,5,16],[2,8,5]]+[[12,7,6],[8,0,5],[3,2,4]]

Compute the following: [[-1,4,-6],[8,5,16],[2,8,5]]+[[12,7,6],[8,0,5],[3,2,4]]

Compute the following: : [[-1,4,-6],[8,5,16],[2,8,5]] + [[12,7,6],[8,0,5],[3,2,4]

Compute the following: [[-1,4,-6],[8,5,16],[2,8,5]]+[[12,7,6],[8,0,5],[3,2,4]]

[[5,-15,-16,7]][[2,13,4]]!=[[2,13,4]][[5,-16,7]]

Without using the concept of inverse of a matrix, find the matrix [x y z u] such that [(5,-7),(-2 ,3)][(x ,y),( z, u)]=[(-16,-6 ),(7, 2)] .