Please solve the graph question in detail and clear.

Question 3: Testing Moth Age Expert A person claims to have spent his life studying the emperor gum moth Opodiphthera eucalypti. Given two moth samples, he claims to tell us which one is the older. Of course, we ourselves are no experts and they all in fact look the same to us. We test the person as follows: (a) collect a large number n of e.g. moth specimen; (b) randomly select m different pairs from our collection and have the person tell us which one is older; (c) record their answers and analyze them to see if they are consistent Write an algorithm to detect if the "expert" opinions are consistent Hint: We have refrained from discussing what consistency means in this case. But can provide you an example as a hint. Example Suppose n = 4 and the expert says that Specimen # 1 is older than 2, 3 is older than 4, 4 is older than 2 and 2 is older than 3. The expert's opinion is clearly inconsistent. Suppose n = 4 and the expert says that Specimen # 1 is older than 2, 3 is older than 4 and 4 is older than 1. The expert's answer is consistent. YOUR ANSWER HERE