A large programming "bootcamp" claims that 90% of students who complete the bootcamp find employment within one month of graduation. An independent watchdog organization decides to evaluate this claim. They take a simple random sample of 100 students who have completed the bootcamp in the last five years. Of these, 78 say they found employment within one month of graduation. (a) What are the null and alternative hypotheses in terms of the original problem? Null hypothesis: Alternative hypothesis: (b) Write down what the box model looks like if the null hypothesis is true. (c) Calculate the z test statistic based on the information given. (Note: You may use either the sample percentage or the sun of draws as your test statistic. You should get the same answer either way.) z = (d) Now calculate the p-value. p = (e) What should the organization conclude based on this test? Specifically, is there enough evidence to reject the company' claim? YES or NO
A large programming "bootcamp" claims that 90% of students who complete the bootcamp find employment within one month of graduation. An independent watchdog organization decides to evaluate this claim. They take a simple random sample of 100 students who have completed the bootcamp in the last five years. Of these, 78 say they found employment within one month of graduation. (a) What are the null and alternative hypotheses in terms of the original problem? Null hypothesis: Alternative hypothesis: (b) Write down what the box model looks like if the null hypothesis is true. (c) Calculate the z test statistic based on the information given. (Note: You may use either the sample percentage or the sun of draws as your test statistic. You should get the same answer either way.) z = (d) Now calculate the p-value. p = (e) What should the organization conclude based on this test? Specifically, is there enough evidence to reject the company' claim? YES or NO
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
![A large programming "bootcamp" claims that 90% of students who complete the bootcamp find employment within one
month of graduation. An independent watchdog organization decides to evaluate this claim. They take a simple random
sample of 100 students who have completed the bootcamp in the last five years. Of these, 78 say they found employment
within one month of graduation.
(a) What are the null and alternative hypotheses in terms of the original problem? Null hypothesis:
Alternative hypothesis:
(b) Write down what the box model looks like if the null hypothesis is true.
(c) Calculate the z test statistic based on the information given. (Note: You may use either the sample percentage or the sum
of draws as your test statistic. You should get the same answer either way.)
Z =
(d) Now calculate the p-value. p =
(e) What should the organization conclude based on this test? Specifically, is there enough evidence to reject the company's
claim?
YES or NO](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd9405039-4a31-4db7-9099-a4100233232c%2Fc7431c0c-916d-4c6d-9a4e-137e8dcae40a%2Fruazd0e_processed.png&w=3840&q=75)
Transcribed Image Text:A large programming "bootcamp" claims that 90% of students who complete the bootcamp find employment within one
month of graduation. An independent watchdog organization decides to evaluate this claim. They take a simple random
sample of 100 students who have completed the bootcamp in the last five years. Of these, 78 say they found employment
within one month of graduation.
(a) What are the null and alternative hypotheses in terms of the original problem? Null hypothesis:
Alternative hypothesis:
(b) Write down what the box model looks like if the null hypothesis is true.
(c) Calculate the z test statistic based on the information given. (Note: You may use either the sample percentage or the sum
of draws as your test statistic. You should get the same answer either way.)
Z =
(d) Now calculate the p-value. p =
(e) What should the organization conclude based on this test? Specifically, is there enough evidence to reject the company's
claim?
YES or NO
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