I need help solving these problems with the steps on 26, 28, 30, 32, 34, 36, 40, 42, 44, 46, 48, 50, 52, 54, 56

Herpreting Concepts Identifying the Sample Space of a Probability Experiment In appropriate Exercises 25-32, identify the sample space of the probability experiment and determine the number of outcomes in the sample space. Draw a tree diagram when 25. Guessing the initial of a student's middle name 26. Guessing a student's letter grade (A, B, C, D, F) in a class 27. Drawing one card from a standard deck of cards 28. Identifying a person's eye color (brown, blue, green, hazel, gray, other) and hair color (black, brown, blonde, red, other). lados9 bhil of 29. Tossing two coins 2 3 Schleu 30. Tossing three coins 31. Rolling a pair of six-sided dice FIGURE FOR EXERCISE 32 shown 32. Rolling a six-sided die, tossing two coins, and spinning the fair spinner Identifying Simple Events In Exercises 33-36, determine the number of outcomes in the event. Then decide whether the event is a simple event or not. Explain your reasoning. 33. A spreadsheet is used to randomly generate a number from 1 to 2000. Event A is generating the number 253. 34. A spreadsheet is used to randomly generate a number from 1 to 4000. Event B is generating a number less than 500. 8006000 0 35. You randomly select one card from a standard deck of 52 playing cards. guinnty most s to Event A is selecting a diamond. 36. You randomly select one card from a standard deck of 52 playing cards. oscoda Amobact s josh vibe Event B is selecting the ace of spades. Using the Fundamental Counting Principle In Exercises 37-40, use the Fundamental Counting Principle. 37. Menu A restaurant offers a $15 dinner special that lets you choose from 6 appetizers, 12 entrees, and 8 desserts. How many different meals are available when you select an appetizer, an entree, and a dessert? 38. Tablet A tablet has four choices for an operating system, three choices for to Inamsign a screen size, four choices for a processor, six choices for memory size, and three choices for a battery. How many ways can you customize the tablet? a programmable lock box to store the keys to a house142 CHAPTER 3 Probability Finding Classical Probabilities In Exercises 41-40, a probability experin consists of rolling a 12-sided die numbered 1 to 12. Find the probability of 42. Event B: rolling a 10 event. 41. Event A: rolling a 2 43. Event C: rolling a number greater than 4 44. Event D: rolling a number less than 8 45. Event E: rolling a number divisible by 3 46. Event F: rolling a number divisible by 5 Finding Empirical Probabilities A survey asked U.S. adults how many tattoos they have. The frequency distribution at the left shows the results. Number of Exercises 47 and 48, use the frequency distribution. (Source: Ipsos) Response times, f None 704 47. What is the probability that the next person asked does not have a tattoo? One 131 48. What is the probability that the next person asked has two tattoos? Two 57 Three 34 Using a Frequency Distribution to Find Probabilities In Exercises Four or more 79 49-52, use the frequency distribution at the left, which shows the population of the United States by age group, to find the probability that a U.S. resident chosen TABLE FOR EXERCISES 47 AND 48 at random is in the age range. (Source: U.S. Census Bureau) 50. 25 to 44 years old Frequency, f 49. 18 to 24 years old Ages (in millions) 51. 45 to 64 years old 52. 65 years old and older Under 18 3.0 18 to 24 30.2 Classifying Types of Probability In Exercises 53-58, classify the statement 25 to 44 87.6 as an example of classical probability, empirical probability, or subjective 45 to 64 83.3 probability. Explain your reasoning. 65 and over 54.1 53. According to company records, the probability that an automobile will need TABLE FOR EXERCISES 49-52 covered repairs during its three-year warranty period is 0.46. 54. The probability of choosing 6 numbers from 1 to 40 that match the 6 numbers drawn by a state lottery is 1/3,838,380 ~ 0.00000026. 55. An analyst feels that the probability of a team winning an upcoming game is 60%. 56. According to a survey, the probability that a randomly chosen high school counselor will say that significant changes are needed in U.S. schools is 55%