Question: 2. Consider a consistent linear system with 8 equations and 8 unknowns. How many arithmetic operations (addition and multiplication) does one need to solve the

2. Consider a consistent linear system with 8
2. Consider a consistent linear system with 8 equations and 8 unknowns. How many arithmetic operations (addition and multiplication) does one need to solve the system using Cramer's rule? Hint: Count the number of determinants one must compute for Cramer's rule and the number of operations one needs to compute each determinant. For example, the determinant of the . a. b . . . . . matrix |: 0:] IS and be, Wthh takes 3 arithmetic operations. C

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