Statistics
A private college report contains these three statistics.
70% of income freshmen attend a public college.
75% of public school students who enroll as freshmen eventually graduate.
85% of other freshmen eventually high school.
What percent of students who graduate from college attended a public high school?
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A private college report contains these statistics 70% of incoming freshmen attended public schools. 75% of...
A private college report contains these statistics: 70% of incoming freshmen attended public schools. 75% of public school students who enroll as freshmen eventually graduate. 85% of other freshmen eventually graduate. Complete parts a and b. a) ls there any evidence that a freshman's chances to graduate may depend upon what kind of high school the student attended? Explain. Choose the correct answer below and fill in the answer box(es) to complete your choice A. Yes, because the graduation rate is 75 % for public school...
A study finds that 70% of incoming college freshman attended public high schools, 75% of public...
A study finds that 70% of incoming college freshman attended public high schools, 75% of public high school students who enroll as freshman eventually graduate, and 85% of other freshman eventually graduate. a) Create a tree diagram for the scenario above. (4 points) b) What percent of freshman attend a public high school and eventually graduate? (1 point) c) What percent of freshman eventually graduate? (2 points) d) What percent of those who graduate attended a public high school? (3...
Using conditional probability, can someone please help me answer this in laymans terms to understand this....
Using conditional probability, can someone please help
me answer this in laymans terms to understand this.
Question 2 Public vs Private School The Private School Association conducts a survey of the outcome of private and public school students who pursue university education. The outcome is either graduate eventually or not. It is found that: • 60% of commencing freshmen are from public schools. • 75% of public student students who commence their university education eventually graduate. . 90% of private...
These days with the cost of a college education it is important to be able to...
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A survey was conducted of male high school students to determine the proportion of male students...
A survey was conducted of male high school students to determine the proportion of male students planning to attend college or university. A survey was also conducted of female high school students to determine the proportion of female students planning to attend college or university. In the survey of male high school students, a group of 10,000 students were polled, and 71% indicated they were planning to attend college or university. In the survey of female high school students, a...
Page 2 of 2 2 A certain community college would like to obtain information about the...
Page 2 of 2 2 A certain community college would like to obtain information about the likelibood that students in various categories will graduate. The "categories" of students in a two-year program are: Graduated, Sophomores, Freshmen, determined that from one year to the next: or Quit Permanently. Based on their large data set from prior years, they have For current sophomores, 40 % will graduate, 30 % remained sophomores, and 30 % quit permanently. For current freshmen, 10 % will...
Forty percent of the students who enroll in a statistics course go to the statistics laboratory...
Forty percent of the students who enroll in a statistics course go to the statistics laboratory on a regular basis. Past data indicates that 70% of those students who use the lab on a regular basis make a grade of A in the course. On the other hand, only 10% of students who do not go to the lab on a regular basis make a grade of A. If a particular student made an A, determine the probability that she...
S 3. A recent survey was conducted concerning education level and job placement of 1030 workers....
S 3. A recent survey was conducted concerning education level and job placement of 1030 workers. Using the following data, calculate the number of workers who meet the listed criteria. Factory Worker (F) Salesperson (S) Technical Worker (T) TOTAL High School Graduate (H) 100 70 80 250 Some College (C) 145 80 195 420 Some College (C) 200 80 80 360 445 230 355 1030 TOTAL Number who are salespersons and have some college education. a. b. n(FU G) n(T...
The Statistical Abstract of the United States reported that 66% of students who graduated from high...
The Statistical Abstract of the United States reported that 66% of students who graduated from high school in a recent year enrolled in college. Thirty high school students where sampled. Round each of the following values to 4 decimal places. a. What is the probability that exactly 18 of them enroll in college? b. What is the probability that more than 15 of them enroll in college? c. Would it be unusual for fewer than 12 of them to enroll...
The Statistical Abstract of the United States reported that 66% of students who graduated from high...
The Statistical Abstract of the United States reported that 66% of students who graduated from high school in a recent year enrolled in college. Thirty high school students where sampled. Round each of the following values to 4 decimal places. a. What is the probability that exactly 18 of them enroll in college? b. What is the probability that more than 15 of them enroll in college? c. Would it be unusual for fewer than 12 of them to enroll...
A study finds that 70% of incoming college freshman attended public high schools, 75% of public high school students who enroll as freshman eventually graduate, and 85% of other freshman eventually graduate. a) Create a tree diagram for the scenario above. (4 points) b) What percent of freshman attend a public high school and eventually graduate? (1 point) c) What percent of freshman eventually graduate? (2 points) d) What percent of those who graduate attended a public high school? (3...
Using conditional probability, can someone please help
me answer this in laymans terms to understand this.
Question 2 Public vs Private School The Private School Association conducts a survey of the outcome of private and public school students who pursue university education. The outcome is either graduate eventually or not. It is found that: • 60% of commencing freshmen are from public schools. • 75% of public student students who commence their university education eventually graduate. . 90% of private...
Page 2 of 2 2 A certain community college would like to obtain information about the likelibood that students in various categories will graduate. The "categories" of students in a two-year program are: Graduated, Sophomores, Freshmen, determined that from one year to the next: or Quit Permanently. Based on their large data set from prior years, they have For current sophomores, 40 % will graduate, 30 % remained sophomores, and 30 % quit permanently. For current freshmen, 10 % will...
S 3. A recent survey was conducted concerning education level and job placement of 1030 workers. Using the following data, calculate the number of workers who meet the listed criteria. Factory Worker (F) Salesperson (S) Technical Worker (T) TOTAL High School Graduate (H) 100 70 80 250 Some College (C) 145 80 195 420 Some College (C) 200 80 80 360 445 230 355 1030 TOTAL Number who are salespersons and have some college education. a. b. n(FU G) n(T...
The Statistical Abstract of the United States reported that 66% of students who graduated from high school in a recent year enrolled in college. Thirty high school students where sampled. Round each of the following values to 4 decimal places. a. What is the probability that exactly 18 of them enroll in college? b. What is the probability that more than 15 of them enroll in college? c. Would it be unusual for fewer than 12 of them to enroll...
The Statistical Abstract of the United States reported that 66% of students who graduated from high school in a recent year enrolled in college. Thirty high school students where sampled. Round each of the following values to 4 decimal places. a. What is the probability that exactly 18 of them enroll in college? b. What is the probability that more than 15 of them enroll in college? c. Would it be unusual for fewer than 12 of them to enroll...
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