3. Based on three criteria of Performance, Price, and Brand, we want to decide to by a computer. According to our preferences, the weights of the criteria are 0.581, 0.309, and 0.110, respectively. A study comparing three personal computers of hp, Asus, and Apple resulted in the following pairwise comparison matrix for the performance criterion: Performance hp Asus Apple 22 Asus 1/3 11/2 Apple (1/2 2 Vue 3 1 According to the Analytical Hierarchy Process (AHP) method, (use three decimals in your calculations, for example: 10.256 a. Determine the priorities for the three computers relative to the Performance criterion (calculate the priority vector regarding the Performance criterion). b. Compute the consistency ratio. Are the judgments regarding Performance consistent? Explain. Consider the Random Index (RI) amounts as follows: 3 5 6 7 RI 0.58 0.9 1.12 1.24 1.32 1.41 n 4 8 c. Based on the priority vector you calculated in part a (Performance priority vector), and [0.2391 supposing that the Price priority vector and Brand priority vector are given as 0.623 and Lo.137) 10.3091 0.110. respectively, what is your recommended decision? 10.581) 3. Based on three criteria of Performance, Price, and Brand, we want to decide to by a computer. According to our preferences, the weights of the criteria are 0.581, 0.309, and 0.110, respectively. A study comparing three personal computers of hp, Asus, and Apple resulted in the following pairwise comparison matrix for the performance criterion: Performance hp Asus Apple 22 Asus 1/3 11/2 Apple (1/2 2 Vue 3 1 According to the Analytical Hierarchy Process (AHP) method, (use three decimals in your calculations, for example: 10.256 a. Determine the priorities for the three computers relative to the Performance criterion (calculate the priority vector regarding the Performance criterion). b. Compute the consistency ratio. Are the judgments regarding Performance consistent? Explain. Consider the Random Index (RI) amounts as follows: 3 5 6 7 RI 0.58 0.9 1.12 1.24 1.32 1.41 n 4 8 c. Based on the priority vector you calculated in part a (Performance priority vector), and [0.2391 supposing that the Price priority vector and Brand priority vector are given as 0.623 and Lo.137) 10.3091 0.110. respectively, what is your recommended decision? 10.581)