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we have a constant scalar 'c' and a matrix 'A'. Then multiplying 'c' with 'A' gives : c[Cij] = [c*Aij]
The multiplication of two matrices of orders i*j and j*k results into a matrix of order i*k.
Two matrices will be compatible for multiplication only if the number of columns of the first matrix and the number of rows of the second one are same.
Transposition simply means interchanging the row and column index.
Answer: we have a constant scalar 'c' and a matrix 'A'. Then multiplying 'c' with 'A' gives : c[Cij] = [c*Aij]

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