3. Suppose your business does advertising and promotions for clients. You survey some of your clients regarding their satisfaction levels of your work. You get the following feedback: Satisfaction Levels Number of Clients Angry 15 Undersatised l6 Completely satised 12 Very happy 13 What is the probability that any random client will be less than completely satised? Show your calculations. Hint: A special rule may come in handy. 4. Suppose from your data in Problem #3, you notice that seven clients checked both \"very happy\" and \"completely\" satised. What is the probability that any random client will be at least completely satised? Show your calculations. Hint: There are less clients that lled out the survey than you originally thought. Extra Credit: Based on the data in Problem #3, what is the probability that any random client will be at least completely satisfied? Hint: You deserve a complement today. Show your calculations. 5. Suppose you are concerned that your business will get audited by the Internal Revenue Service (IRS), three years in a row, when they see the deductions that you took. You are concerned you may go to jail! Assume that the chances of getting audited, for your type of business, by the IRS is 4%, for any given year. What is the probability that you may go to jail? Show your calculations. Carry answer out four decimal places