5 2: Addition Rule Assignment 2 For probability using decimals, round to two decimal places. 22 customers are eating dinner at an Italian restaurant. Of the 22 customers. 18 order pizza, 10 order a salad, and 8 order pizza and a salad. Using this information answer each of the following questions. Let A be the event that a randomly selected customer orders pizza and B be the event that a randomly selected customer orders a salad. What is P(A). the probability that a customer orders pizza? What is P(B), the probability that a customer orders a salad? (3; hat is P(A and B). the probability that a customer orders pizza and a salad? What is P(A 01' B), the probability that a customer orders pizza or a salad? 5.) In this sample, are the events "liked recreational reading" and "disliked recreational reading" mutually exclusive? Two hundred people were surveyed about whether or not they like recreational reading and academic reading. The following twryway table disoFays data for the sample of people who responded to the survey. Dplniun Liked academic Disliked academic TOTAL reading reading liked recreational reading 135 40 176 Disliked recreational In 8 24 reading TOTAL 152 48 200 6.) Find P(liked recreational reading OR disliked recreational reading). Use the sample below to answer the following questions. Arestaurant noted what type of food its customers purchased last week. Here are the results: Burger 7.) In this sample, are the events "burger" and "fries" mutually exclusive? 8.) Find P(burger and fries). You may write your answer as a percent or a decimal. Use the sample below to answer the following questions. A hospital tracked the day of the week each baby was born and whether or not the delivery was scheduled in advance. The following two-way table displays data for the sample of babies born in a particular year at that hospital. Dayolbirlh Scheduled Unscheduled TOTAL Sunday 9 31 :10 Monday '19 66 35 Tuesday 20 70 so wed he may 17 61 78 Thursday is Ga 237 Fr may 1 5 55 70 Saturday I l 59 50 TOTAL l 10 590 500 9.) In this sample, are the events \"Tuesday" and "Friday" mutually exclusive? 10.) Find P{Tuesday or Friday). 11.) Find P(Tuesday or Scheduled)