Please show all working

2. Compute the given matrix operations, or answer the given question about whether the multiplication is valid. (show your arithmetic for matrix multiplication.) 17 points (2+3+3+2+2+5) i. A = 0 3 17 = 10 , compute Av. 15 10 100 ii. A as above, B = 20 1000 , compute AB. 30 10000 iii. A and B as above, but compute BA instead. iv. Is ABAB a valid matrix product, using the values of A and B given above? If not, explain why not. If so, explain how you know it is valid. You don't need to carry out the computation. V. Again using these same matrices, is AA (shorthand A2) a valid matrix product? If not, explain why not. If so, explain how you know, but you don't need to carry out the computation. vi. The transpose of a matrix A, A", consists of "flipping" the matrix along its diagonal so that 2 row i becomes column i. For example, A using the matrix above would be . Is the 3 product MM always a valid matrix multiplication? Explain why or why not