please see the attachment

a) bl Consider the case of tax audits. Each year Canada Revenue Service audits a random sample of taxpayers and checks their returns for accuracy. Suppose a person hasjust been audited (and suppose this person has no moral or ethical reservations about cheating; he/she is happy to cheat, as long as they think they are not going to be caught}. Based on what you have learned about the theory of the law of small numbers, would you say this person is more or less likely to cheat in the following year? Explain. Now suppose the same person from part b of this problem has been audited again (i.e., two years in a row). Would you say this person is more or less likely to cheat in the following year? Explain