Which of the following scenarios will correctly estimate the population proportionof students at your high school that drive to school?You put all the homerooms in a hat. From the hat you choose five homerooms, Ineach of those five homerooms you find the proportion of students that drive toschool. Then you average the five proportions. This average will represent thepopualtion proportion of students that drive to school,You put all the names of the students into a random name generator and gather asample of 75 names. From those 75 names you find the proportion of students thatdrive to school. You do this 25 more times and take the average of all 25 proportions.This will estimate the popualtion proportion of students that drive to school.You cannot correctly estimate the population proportion of students that drive toschool. You need to ask every student in the student in the school whether or notthey drive to school. This is the only way to get the true population proportion ofstudents that drive to school.You take a simple random sample of 75 seniors and find the proportion of seniorsthat drive to school. You use this proportion to estimate the population proportion ofstudents that drive to school.Not quite, we can't use this to estimate the population proportion since therandom sample is only of seniors. It does not take into consideration all of theother grades of students.

There are ways to estimate a population proportion, however, it depends on the certain assumptions.

Answered: Which of the föllowing scenarios will…

Which of the föllowing scenarios will correctly estimate the population proportion of students at your high school that drive to school?

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter10: Statistics

Section10.5: Comparing Sets Of Data

Problem 26PFA

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Question

Which of the following scenarios will correctly estimate the population proportion
of students at your high school that drive to school?
You put all the homerooms in a hat. From the hat you choose five homerooms, In
each of those five homerooms you find the proportion of students that drive to
school. Then you average the five proportions. This average will represent the
popualtion proportion of students that drive to school,
You put all the names of the students into a random name generator and gather a
sample of 75 names. From those 75 names you find the proportion of students that
drive to school. You do this 25 more times and take the average of all 25 proportions.
This will estimate the popualtion proportion of students that drive to school.
You cannot correctly estimate the population proportion of students that drive to
school. You need to ask every student in the student in the school whether or not
they drive to school. This is the only way to get the true population proportion of
students that drive to school.
You take a simple random sample of 75 seniors and find the proportion of seniors
that drive to school. You use this proportion to estimate the population proportion of
students that drive to school.
Not quite, we can't use this to estimate the population proportion since the
random sample is only of seniors. It does not take into consideration all of the
other grades of students.

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