At a large corporation, 6,000 employees from department A and 4,000 employees from department B are attending a training session. A random sample of 500 employees attending the session will be selected. Consider two sampling methods: with replacement and without replacement. How will the methods affect the standard deviations of the sampling distribution of the sample proportion of employees from department B? A The standard deviations will be equal from either method. 0.4(0.6) Sampling without replacement will result in a standard deviation less than but close to 500 0.4(0.6) V Sampling without replacement will result in a standard deviation greater than but close to 500 0.4(0.6) V D Sampling with replacement will result in a standard deviation less than but close to 500

At a large corporation, 6,000 employees from department A and 4,000 employees from department B are attending a training session. A random sample of 500 employees attending the session will be selected. Consider two sampling methods: with replacement and without replacement. How will the methods affect the standard deviations of the sampling distribution of the sample proportion of employees from department B? A The standard deviations will be equal from either method. 0.4(0.6) Sampling without replacement will result in a standard deviation less than but close to 500 0.4(0.6) V Sampling without replacement will result in a standard deviation greater than but close to 500 0.4(0.6) V D Sampling with replacement will result in a standard deviation less than but close to 500

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Estimation

A new framework of data analysis where the new statistical methods are used for interpreting the results and analyzing the data is known as estimation in statistics.

Question

At a large corporation, 6,000 employees from department A and 4,000 employees from department B are attending a training session. A random sample of 500
employees attending the session will be selected. Consider two sampling methods: with replacement and without replacement. How will the methods affect the
standard deviations of the sampling distribution of the sample proportion of employees from department B?
A
The standard deviations will be equal from either method.
0.4(0.6)
Sampling without replacement will result in a standard deviation less than but close to
500
0.4(0.6)
Sampling without replacement will result in a standard deviation greater than but close to
500
0.4(0.6)
Sampling with replacement will result in a standard deviation less than but close to
500
0.4(0.6)
E
Sampling with replacement will result in a standard deviation greater than but close to
500

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