Figure 4: The network of 1nitrieh pages for Question (5). For each of these two options, we'd like to know how X fares in terms of its authority score. So, for each option, show the normalized authority values that each of A, B, and X get when you run the 2-step hub-authority computation on the resulting network [as in part {23.)}. {T hat is, you should perform the normalization step where you divide each authority value down by the total.) For which of Options 1 or 2 does page X get a higher authority score I[taking normalization into account)?I Give a brief explanation in which you provide some intuition for why this option gives X a higher score. {c} Suppose instead of creating two pages, you create three pages X, Y, and Z, and again try to strategically create links out of them so that X gets ranked as well as possible. Describe a strategy for adding three nodes X, Y, and Z to the network in Figure 4, with choices of links out of each, so that when you run the 2-step hub-authority computation [as in parts {a} and {bj}, and then rank all pages by their authority score, node X shows up in second place. (Note that there's no way to do this so that X shows up tn rst place, so second place is the best one can hope for using onty Hinze nodes X, Y, and Z.)