5. The teachers at a local high school were surveyed. Two of the variables recorded for the 150 teachers were housing status and length of service. Housing status was recorded as owning or renting...

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Extracted text: 5. The teachers at a local high school were surveyed. Two of the variables recorded for the 150 teachers were housing status and length of service. Housing status was recorded as owning or renting your residence, while length of service was classified as a new teacher with less than 5 years of service or as an experienced teacher with at least 5 years of service. The following table summarizes the responses. Based on the responses, what is the probability that a randomly selected teacher from this school is a teacher who has less than 5 years of teaching experience? Housing status Own Rent Total New teacher 5 25 30 Experienced teacher 75 45 120 Total 80 70 150 5/150 b. 5/80 а. с. 25/70 d. 30/150 6. For the upcoming school fair, each ride requires from 0 to 3 tickets to ride. The probability distribution of the number of tickets needed for a randomly selected ride at the fair is shown below. What is the probability that at least 1 ticket is required for the ride? T 1 3 P(T) 0.1 0.2 0.3 0.4 a. 0.3 с. 0.9 b. 0.4 d. 0.7 7. Raneem, a student at a local high school, is picking her schedule for next year. She has to decide among the following options: either honors English or college prep English, either Statistics or AP Calculus AB or AP Calculus BC, either AP government or college prep government, and either be on a sports team or be in the drama class or be a teacher aide. How many different schedules does Raneem have to choose from? а. 10 c. 16 b. 24 d. 36 8. For the upcoming school fair, each ride requires from 0 to 3 tickets to ride. The probability distribution of the number of tickets needed for a randomly selected ride at the fair is shown below. What is the probability that 2 tickets are required for the ride? T 1 2 P(T) 0.1 0.2 0.3 0.4 а. 0.3 с. 0.1 b. 0.2 d. 0.9