Question: Problem 5. (40 points) You are given 4 matrics M1,M2,M3,M4 and you are usked to determine the optimal schedule for the product M1M2 M3A4 that

Problem 5. (40 points) You are given 4 matrics M1,M2,M3,M4 and you are usked to determine the optimal schedule for the product M1M2 M3A4 that minimizes the number of operations (addition/uultiplication) involved. The dimensions of the four matrico are roppectively 10050,50200,20050, and 5010. What is the best (cheapest) schedule to multiply all the matrice together and cornpute M1M2M3M4 ? What is the total cost for this schedule

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