Question: This question is based on Strassens matrix multplication algorithm, and I got the answer wrong. The answer is apparently: Total number of scalar multiplications formed:

This question is based on Strassens matrix multplication algorithm, and I got the answer wrong.

The answer is apparently: Total number of scalar multiplications formed: 2401. I was able to get a number that was close, multiplying 16x16(based on the fact that we obviously need to multiply two 16 by 16 matrices. Then I took (16x16) and multiplied it by 8. Making it around 2048. If you could please take the time to help, I would really appreciate it, and thumbs up if you thoroughly explain your reasoning for the answer(2401). Thank you for your time! This question is based on Strassens matrix multplication algorithm, and I

In the box below state th Matrix Mult e exact total number of scalar multiolications performed when Strassen's Mplication Algorithm is used to compute the product of two l6-by-16 integer matrices. Total number of multiplications performed A, A12 12 AIA

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