Hi! i have the solution for this question but i did need help on how to find the Pairwise comparison matrix and how to find(calculate) the normalized matrix. if possible, please come with the calculation. thank you!

1. A decision-maker uses Affordability (A). Quality (Q), and Style (S) as the criteria for selecting a car among three candidates, X, Y, and Z, with the following preferences: A is moderately more preferable than Q; A is extremely more preferable than S; Q is moderately to strongly more preferable than S. la.(15 points) Use AHP's 1-9 scale, which is mandatory to gain points to construct the pair-wise comparison matrix and determine the relative weight (the row average) for each criterion. Solution Pairwise comparison matrix Normalized matrix Row Average AQ A 0.69 0.71 0.64 0.68 0.23 0.23 0.29 0.25 1/ 9 S 0.08 0.06 0.07 0.07 1b.(25 points) Compute the consistency index of the matrix, Solution: Three estimated values of Lambda max, the largest eigen value (0.68x1+0.25x3+0.07x9}/0.68 - 3.029 (0.68x1/3+0.25x1+0.07x4)/0.25 -3.027 (0.68x1/9 +0.25x1/4+0.07x1)/0.07 - 2.972 A 0 4 1/3 1