Suppose we have two n x n matrices and we plan to multiply them together. If we wish to remain general and get a sense of how many operations are involved in this task, begin the week by discussing how we would go about doing 50. As we will be defining and practicing with matrix multiplication on Monday 3/25, you can start after that class by working through a couple of practice problems: 1. Multiply o 2 by [, 3l -2 2 and count your operations as you proceed. 2. Multiply 1 0 -1 0 -1 1 -1 1 0 by 2 1 0 B 8 & 1 1 3 and count your operations as you proceed. Using these specific examples to assist you in generalizing and by the end of the week, develop a formula for counting the total number of operations (additions and multiplications) required to multiply two n x n matrices (based on the value of n)