700 parking permits were issued by Spoduk College to authorize students to park their cars on campus grounds. The ages of those cars are shown in the following pie chart.
Under 2 years old = 31%
2 to 4 years old = 28%
4 to 5 years old = 21%
5 to 7 years old = 15%
Over 7 years old = 5%
a. How many cars were over 5 years old?
b. How many cars were less then 7 years old?
c. How many cars were between 2 and 5 years old?
700 parking permits were issued by Spoduk College to authorize students to park their cars on...
(6 points) Cars on Campus. Statistics students at a community college wonder whether the cars belonging to students are, on average, older than the cars belonging to faculty. They select a random sample of 23 cars in the student parking lot and find the average age to be 8.5 year with a standard deviation of 5.3 year. A random sample of 23 cars in the faculty parking lot have an average age of 3.4 years with a standard deviation of...
1. The age of cars in the staff parking lot of a suburban college is uniformly distributed from six months (0.5) to 11.5 years. Find the 85th percentile a. 9.85 b.9.15 c. 9 d. 8.5 2. Suppose that the value of stock varies each day from $14 to $25 with a uniform distribution. Find the 90th percentile a. 22.1 b. 20 c. 9.9 d. 23.9 3. Find the probability of the shaded region. Round answer to three decimals. 11 10...
5 pts university emalled a survey to 500 randomly In a study focused on determining student opinion about parking on campus, study fund thatS% were satished with the parking on chosen students. Of these 500, 20% responded within this 20%, the population of interest for this survey. had returned 1. ooo Identify the population of interest for this survey the survey, would you expect nearly 15% of the 500 to be satisfied with, parkin If all of the 500 students...
5. Three hundred students attended the dedication ceremony of a new building on a college campus. The president of the traditionally female college announced a new expansion program, which included plans to make the college coeducational. The number of students who learned of the new program t hours later is given by the function f (t) = 1,390 3000 1+9e-kt 600 students on campus had heard about the new program 2 hours after the ceremony. Approximately how many students had...
4 5 An actuarial course has 6 Eberly students and a number of Smeal students. If a team of 2 students is made at random, there is a 50% that the team will have one student from each college. How many Smeal students can the class have? Consider the following P(x year old survives 1 more year)-99 .P(x year old survives 10 more years).65 .Px 1 year old survives 2 more years) .98505 P(x-1year old survives to age [x 6).8067...
i need part K done the graph labled and scaled just need the park K G) Find the probability that a randomly chosen car in the lot was less than 4 years old. the area of interest on the PDF. Properly label and scale your axes. (h) Out of just the cars less than 7.5 years old, find the probability that a randomly chosen car in the lot was less than 4 years old (0) Find the average age of...
11. One term, about 700 Statistics 2 students at the University of California, Berkeley, were asked how many college mathematics courses they had taken, other than Statistics 2. The average number of courses was about 1.1; the SD was about 1.5. Would the histogram for the data look like (), Gi), or (Gii)? Why?
On hundred and fifty-one (151) De Anza College students were surveyed and asked two questions: (1) How many units are you taking this quarter, and (2) How many hours of television do you watch per day. The chart below summarizes the data. We wish to conduct a hypothesis test to determine if the number of units a student takes is independent of the number of hours per day of television the student watches. Number of units Hours of T.V. per...
7. A sample of college students were asked how much pizza they bought in a week. The results were put in a probability distribution table. a) Find P (x = 4). Find P (x < 2). b) Find the expected value of the number of pizzas in a week. Interpret the answer. x P (x) 0 0.10 1 0.34 2 0.23 3 0.15 4 0.18
QUESTION 1 College students Suppose a recent study of 1,000 college students in the U.S. found that 8% of them do not use Facebook. Which of the following describes the population for this example? 1. All college students in the U.S. 2. The 1,000 college students who participated in the study, 3. All college students in the U.S. who do not use Facebook 4. The 8% of college students who do not use Facebook. QUESTION 2 Suppose you want to...